dao phat sieu khoa hoc - minh giac nguyen ngoc tai

8/3/2019 Dao Phat Sieu Khoa Hoc - Minh Giac Nguyen Ngoc Tai

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o Pht Siu Khoa HcMinh Gic Nguyn Hc Ti

Cha Lin Hoa, California, USA n hnh 1997---o0o---

MC LCNgun

http://www.quangduc.comChuyn sang ebook 20 8 - 2009

Ngi thc hin : Nam Thin [email protected] Audio Ti Website http://www.phatphaponline.org

Mc LcLi DnChng I

TM CU V TH NGHIMNGUYN TTHI GIAN TIN CNH - THI GIAN H GII (TIME PARADOX)CYBERNATICS (4) (R B)V TR CH L MT KHI NIMTHUYT SIU T TRI (STT) V THUYT QUANG MINH CA NH PHTNEUTRINOI XNG V SIU I XNGV TC DIU LC

Chng IINGI PHT T EINSTEINC PHT THY VI TRNGC PHT THY NGUYN T V NHNG HT VI PHN TIMNGUYN TKHP NI, KHP X, CH NO CNG C TH C NHNG LOI CHNGSANH C NGTRONG BU TRI C VO VN, V S TH GII NHIU NH CT SNGHNG (Li Pht).THN THNG CA C PHT V B TT DUY-MA-CTC PHT C PHI L BC I Y VNG KHNG?

Chng IIIPHT C PHI L MT BC I TON HC KHNG?C PH HIN C PHI BC THIN VN A L KHNG?C QUN TH M C PHI L BC I THIN VN VT L KHNG?ARISTOLE V C PHT (Bn i - By i)

Chng IVO PHT V VIC TM RA VIN GCH XY DNG V TR CA KHOAHCNGUN GC V CU TO V TRI TM CHA M U TIN (Ngun gc loi ngi)

Chng IV
http://phatphaponline.org/kinh/Audio/Thuyet%20Phap/Phat%20Giao%20Va%20Khoa%20Hoc/Dao%20Phat%20Sieu%20Khoa%20Hoc%20-%20Minh%20Giac%20Nguyen%20Ngoc%20Tai/http://phatphaponline.org/kinh/Audio/Thuyet%20Phap/Phat%20Giao%20Va%20Khoa%20Hoc/Dao%20Phat%20Sieu%20Khoa%20Hoc%20-%20Minh%20Giac%20Nguyen%20Ngoc%20Tai/


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PHN 1: QUANG MINHPHN 2: SU CN H TNGPHN 3: TAM TAI - TN THPHN 4: HA SANH V THP SANHPHN 5: HO QUANG TAM MUI

PHN 6: NG VNGPHN 7: NH NGHAPHN 8: KINH SCH, BI BO, HNH NH, V BNG GING THAM KHOPHN 9PHN 10

---o0o---

Li DnCh ch ca cun sch ny l dn chng nhng iu c pht v ch

v B Tt ni cch y trn 25 th k m by gi khoa hc mi dn dnkhm ph ra.

Th hai, trnh by nhng khm ph mi ca hoa hoc v lnh vc Khoahc, Thin vn, Vt l, Y hc, Nhn chng hc v.v...

Th ba, thp sng uc tu ca Pht duy tr ngi Tam Bo vnh cu th gian.

Tu hnh l ph Ng chp cng nh Jean Paul Sartre ni, "Le moi esthaisable" (Ci ti tht ng ght!). V vy, nhng iu ti ni v "ci ting ght" ny khng phi "nh bng" n m ch c trnh by vi quv rng Pht php tht nhim mu i vi nhng ai c thnh tm, thin chhi u theo Pht.

Hi cn nh i hc, ti rt dt v Ton, L Ha. Dt n ni giiphng trnh khng c, ly bt st m vo tay n chy mu. Khi thnh

nin, cng v "k" Ton, L, Ha nn phi hc Vn Khoa.V tu o ti t v mnh nh mt Pht t "mt gc" v mi n nm 63

tui mi tm v o Pht. c kinh sch trn hi nm cng nhng sch boM ni v Thin vn Vt l, ti ngc nhin thy nhng iu ch Pht va chB Tt dy ca'ch y trn 25 th k by gi thy ng s tht.


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l l do th nht ti mnh dn vit cun sch ny. L do th hai l nhc li li Pht dy rng chng ta khng bao gi tm c thc ti cuoicng ca s vt.

t nht c hai v khoa bng i ngi cho ti dm lm cng vic ny biv:

"Tri gi bt ngn, ngn gi bt tri", ngha l, "Ngi bit khng ni,ngi ni khng bit". Ti thuc loi th hai v khng bit m dm ni.Cng v l , c mt ln ti hi php mt bc tri thc, Ngi ni c hai tingri ngi im.

Ri:

"Bn mt nhn nhauChng ni mt cu!"Th mi bit li ni ca qu Ngi l vng ngc!

l Pht t, ai cng c c vng hong dng Pht php. Ngi chng sn th lo vic t tng, c chung, xy cha, b th, cng dng v.v...K c hng tm th lo lm php th. l bn phn ti thng ca ngiPht t i vi Tam Bo. Trn mt nm qua, mc du vi ci tui 73 bnhhan v lng tr; nhng khi vit sch, ti thy tr tu thng sut l thng.Ti ngh rng ch Pht va ch v B Tt ban cho ti tr hu lm cng

vic php th ny.

Hi mi khi tu, c kinh Lng Nghim cng nhng kinh i thakhc, ti c hiu Gip t g u? Nhng nh cc bng ging ca cc v tu sva c s - nht l c Nghim Xun Hng - ti dn dn liu tri nhng ci chyu ca o Pht. C Hng dy mi khi khng hiu kinh, nn khn nguynnh sau:

"Xin c Th tn, Tn gi A Nan, B Tt Long Th v Vn th S liban cho con tr hu hiu kinh ng ni Php cho ngi khc nghe."

Ti lm v thy c ng nghim. Vy qu v hy lm th xem sao?Kinh dy:

"Nng l S l tnh khng tchCm ng o giao nan t ngh."


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Ngi ly Pht va Pht u cng mt bn th nn khng c Nng(Ngi ly) v S (Pht). Ni mt cch khc, ch th v i tng l mtnn khng co i i. V o la Tm nn s cm ng khng th din t bngngn t c.

c i Th Ch B Tt ni rng ch Pht v ch v B Tt thngchng sinh nh cc con, nhng v cc con c ngonh mt i th m bit lmsao c? Cng nh hai ngi i ngc chiu th bao gi mi gp cnhau? Chng sinh khng oi hoi n ch Pht th lm sao c "Cm ngo giao nan t ngh" c?

Trong cun o c Kinh, Lo T vit:

"o kh o phi thng o

Danh kh danh phi thng danh"Nu l ci o ch tht phi l ci o tuyt vi v thng hng,khng

th dng nim hay ngn t din t ht c m ch c nhn thc quacm ng.

Cng nm trong ngha ny c cu:

"Ngn ng o on, Tm hnh, x dit".

Khi hng Tm chiu cm, cng ht v li cng cn, v li cngcn, v li khng th din t ht ci Tm thnh y c.

Kinh Lng Nghim dy, "Phm hu ngn thuyt giai phi thc ngha",ngha l li ni khng co' ngha tht.

Cng v vy m c Pht dy rng, "Trong 49 nm thuyt php, takhng h ni mt li no."

Cng c cu, "c tin l m thnh cng". c thin kinh vn quyn m

"bn tn bn nghi" th du c tu n v lng v kip s khng c qu cngnh mun "nu sn thnh cm" vy.

chm dt Li Dn ny, theo chim nghim ca ng gi 72 tui, Phtphp tht mu nhim v nh m ti dm vit v nhng lnh vc chabit n hoc ch c i cht kin thc. Nhng v ht lng tin tng Pht


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Ri ngi sao sng Albert Einstein (187-1955) ra i. ng l dn cgc Do Thi v tr thnh cng dn M nm 1940. ng xng thuytv Chuyn ng Brown (Brownian Movement), p dng thuyt ny voThuyt Lng t vi nhng Nng t, v pht hin cc Quang T (Photon).

Nm 1915, ng hon tt thuyt Tng i Chung (General RelativityTheory) v thuyt ny nh Lut Hp Dn V V (Theories of UniversalGraviation) ca Newton.

Newton nng khoa hc v nn vn minh u Chu ln mc tuytnh. Trong mt thi gian lu di, thuyt C hc (Newton mechanics) cang c coi nh c th gii thch c mi hin tng thin nhin. Chon khi in kh v in t lc c khm ph, ngi ta thy C hc cang cn thiu xt v khng ni n sc cn hay c st ca khng kh, m ch

gii thch mt cch hn ch mt s hin tng thin nhin nh vic di ngca mt s vt cht rn khc.

T nm 1880 n 1900, khoa Vt l Nguyn t (Neuclear physics) khm ph ra nhieu hin tng rt l khin thuyt C hc ca Newton khngth gii thch c. V d vn vn tc nh sng khng thay i.

Niel Bohr (1885-1962), mt Vt l gia an Mch l khun mt snggi trong vic xng thuyt Nguyn t, v thuyt ny m u cho

Nguyn lng C hc (Quantum mechanics).

Sau 50 nm tri (1900-1950), cc Vt l gia gii thch v hieuu bitrt nhiu v m inT (Electron). T , mi bt u chuyn qua vicnghin cu Li (Core) ca ht Nguyn t (Atom).

Thuyt Tng i ca Einstein c chia lm hai giai on:

1/- Nm 1905, ng cng b thuyt Tng i Hp (Special Relativity),v thuyt ny da vo thuyt Tng i ca Galileo c trin khai t

phm vi C hc sang in t hc. iu khc bit l Nguyn tc ny quyt

nh mi nh lut ca chuyn ng, v c gii hn trong phm vi nhngchuyn ng chng u.

2/- Nm 1915, thuyt Tng i Chung (General Relativity) ra i."Vi thuyt ny, Einstein chm dt thi i Vt L hc m cn lm oln nn np suy t ca nhn loi trong mi phm vi t tng, v dn n vtr quan lng t hin i..."


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Thuyt C hc c in ca Newton cho rng Khng gian v Thigianhon ton c lp, v khng lin h g vi nhau. Thuyt Tng i caEinstein ch trng rng Khng gian va Thi gian Lin tc Tng i vinhau. Vic khm ph ny rt ph hp vi li gii thch v "S s v ngi

php gii" trong kinh Hoa Nghim rng Khng gian v Thi gian dungthng vi nhau.

Ngoi ra, Vt l gia Matt Visser thuc i Hc Hoa Thnh n vitv thuyt Tng oi Chung ca Einstein nh sau:

"Einstein bin i vt l hc bng cch chng t rng Khng gianv Thi gian tht ra ch l hai v khc nhau ca cng mt mi trng c thdn di, un cong, v vn vo hnh thi bi Trng trng".

Nm 1980, Vt l gia Murray GEll_mann quan nim rng Dng int (Proton) va Trung ha t (Neutron) nm trong Li ca Nguyn t lic cu to bng nhng Ht t nh nhim hn m ng t tn la Quark(Cc vi, Ht o). ln ca n ch bng 10-33 cm, hay 1/1000 t t ht

Nhn.

Thng 3 nm 1995, cc Vt l gia tm c Quark nh (TopQuark) bng cch bn v nhng Dng in t v i Dng in t(Antiproton) khin chng tiu dit ln nhau v pht sinh Nng lng, trong c nhiu Ht t v Quark nh.

"Trn 20 nm qua, Geoffrey v Fritjof Capra p dng thuytBoostrap (i ng) khm ph ra chiu su ca th gii ht nhn."

Khong nm 1960 dn 1970, Salam v Weiberg lp ra thuyt i TngHp (Grand Unification Theory - GUT). Thuyt ny l bc u ca

Nguyn lng C hc (Quantum mechanices) m sau 50 nm nghin cu,cc Khoa hc gia mi bit lin kt Lc yu v in t lc vi nhau. P.A.M.Dirac (1902-1970) vit v thuyt Phn Vt Cht (Antimatter) v ChnKhng Sinh Dit (Vacuum Polarization). Thuyt Phn Vt Cht l mt

khm ph quan trng ca Nguyn lng in ng hc (Electrodynamics -QED).

Chn Khng Sinh Dit l mt hin tng phn cc mt phn hay ton phn ca Dng in v m in trong mt ht Nguyn t, Phn t(Molecule) hay h thng ho hc.


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Trong v tr cng c nhng hin tng tng t. c Pht dyrng, "H khng hay Chn khng khng phi l Ngoan khng (ngha lchng c g c) m khp ni, khp x, ch no cng c loi quang minhcng nhng loi chng sinh c ng."

Trong Chn khng c Tnh ng, Sinh Dit, Sc Khng, To dng vaHy hoi. Ngy nay, cc Khoa hc gia khm ph trong Chn khng cVt th (Matter) v i Vt th (Antimatter), c Quarks v Di Quarks(Antiquarks), c Positron i nghch vi Electron. H cng khm ph rngVt th v i Vt th tiu dit ln nhau.

Thuyt Chn Khng sinh Dit (Vacumm Polarization) rt ph hp vithuyt Tng Sinh Tng Duyn Trng Trng Duyn Khi, Sc Khng, vSinh Dit ca o Pht.

Khoa hc ngy nay cng khm ph ra trn 200 Phn t (Particle)trong v tr m cch y trn 2,500 nm, cc trng phi ngoi o gi l"vi trn", v lun c rng nhng "vi trn" ny nhy ma lon x tnh chay ngu nhin to thnh nhng chng sinh thp nh nhng con su kn, vnhng chng sinh cao nh kh v loi ngi. Lun c ny b Pht bc b.

"Khoa hc ngy nay cng khm ph ra rng dng h Quark nhHadron c cng Quay T Ni (Intergrated Spins) c th trao i chonhau c."

Chng thay hnh, i dng, tan hp, hp tan. Quang ph (Photon)chng hn, s cu to v chuyn ho ca n cng khng km m o ph.

V lng t, c rt nhiu thuyt nh Einstein v Max Planck vitthuyt C Nguyn lng C hc (Old Quantum mechanics). Neil Bohr(1885-1950), Weiner Heisenberg, Scrodinger, v Max Born vit Tn

Nguyn lng C hc (New Quantum mechanics). Richard Feynman,Tomonaga v Swinger vit Nguyn lng in ng hc (Electrodynamics -QED), v Murray Gellmann vit Nguyn lng Sc dng hc (Quantum

Chromodynamics-QCD).

V ng dng, Nguyn lng C hc va Nguyn lng in ng rt thnh cng, nhng v phng din trit l v l thuyt th khng mythch hp. Nim m c ca nhng Vt l gia vo nhng nm 1940-1950 ltm ra mt l thuyt tng hp, nhng h gp rt nhiu tr ngi. Mi n


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nm 1970, thuyt i Tng Hp (GUT) mi ra i, v t y cc khoa hcgia mi thy thc mc.

Tm li, gn 500 nm qua, nht l trong 100 nm gn y, cc khoahc gia suy lun, tranh ci, iu tra, nghin cu, v th nghim rt nhiu.

Nhng kt qu ra sao?

Cch y gn 100 nm, h tm ra Nguyn t v cho rng Nguyn tl n v cui cng cu to vt cht. ng knh ca mt ht Nguyn t

bng 10 -8 (1 phn trm triu ca 1 cm) hay 1 Angtrom.

Khoa hc khm ph rng trong mt ht Nguyn t nh b c c mtkhong h khng mnh mng v Li ca n ch bng 1/100,000 ca khongh khng . Kinh v Li nh mt con rui u gia mt cn phng rng

ln. Trong Li li c Quark va dng h, v Quark ch bng 10-33 cm (hay1/1,000 t t) ca ci Li.

Th m Quark vn cha c cng nhn l n v cui cng cu tovt cht.

Nm 1980, thuyt Super String (Siu T Tri - STT) c xng.Thuyt ny l do mt trng phi ca mt s t ca Einstein ch trng.Ton hc p dng cho thuyt STT rt phc tp, nhng loi b c nhngxo thut trong vic Ti an Bi (Renormalization)

Trng phi thuyt STT cho rng chnh STT v Tachyon mi l nhngLng t Cn bn (Elementary particle) cu to Vt cht.

Theo nh ngha, Lng t Cn bn l nhng Lng t khng c cutrc ni ti. Chng thuc loi nhng Lng t Dn lc (Force-carrying

particle). Mi Phn t cp i vi mt i Phn t.

Nhng Lng t (Ht t) phng pht nh sng khi ny ch tm thy trong nhng phng trnh ton hc m thi. Ton hc dng trong thuyt

STT rt kh, hin nay ch c khong 50 Vt l gia v Khoa hc gia hiu rm thi.

Xin xem bi Thuyt siu T Tri v Tachyon bit thm chi tit.

Khng bit Khoa hc cn tm thm c nhng Ht o vi t v nhnhim n u na? Du sao mc lng, nu cc Ngi c dn thn mi vo


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trong to lu i huyn thoi ca th gii lng t, cc Ngi s tr thnhnhng Thin Ti ng T i hoi i mi trong l chn lng ca ngi PhHin m khng tm c li thot. Li thot c nht l con ung tm vnhng b n v huyn nhim ca o gio ng Phng, nht l o Pht.

Steven Weinberg, tc ga cun, "The Three Units" (Ba n V), nikhoa hc hin i tr thnh khoa hc gi tng hay Thn hc. Mt sVt l gia khc cho rng Nguyn lng C hc (Quantum Mechanics) - vaTrit L va Vt L - ang i dn n Siu hnh v Phong thn.

Pht dy rng chng ta khng bao gi c th tm c nhng Cc vi(Ht o) cui cng v chng va l Ht va l Sng. Khng c Ht no gil Ht c bn c. Chng khng phi Vt (Matter), khng phi tm (Mind),m ch l nhng o nh xut hin bin gii gia Vt v Tm. Ring ti,

ti gi chng l loi Phi Vt Phi Tm.***

Chng ta hy tm hiu ti sao khoa hc khng th tm kim cnhng vin gch cui cng cu to vt cht? Ni cch khc, ti sao khoahc khng thnh cng trong vic i tm thc ti cui cng?

Ti v h tin Vt c tht, v tt c nhng sum la vn tng trong v trny u c tht ht. S d tin tung nh vy bi v h nhn s vt bng "i

mt tht vi my chic ng nhm", du ti tn v t tin nh Vin vngknh Hubble.

C ngi ni, "a! Vn vt xut hin s s trc mt m sao o Phtni khng c hay nh huyn?". Thy c s vt, trong kinh gi l Kintrc, ngha l ci nhn c ngu, sai lm nh th quan o gic, thnh quano gic, khu quan o gic v.v... Trng g ho quc, trng si dy thngtng l con rn l th quan o gic. V khc x nh sng, ta thy ng tin y lu ni ln gn mt nc. Vy ng tin c tht khng hay ch lci bng ng tin ang nm di y lu? Nc rong sa mc cng l do

khc x nh sng (Kinh Pht gi l dng dim). Nhng on ngi itrong sa mc thy nc nhy xung tm th li nhy vo ng ct! TrongLng Nghim, Pht dy nu trong m ti c ngi cm cc than quay thnhvng la. Vy vng la c tht hay khng? Kinh Lng Nghim c kdn chng mt nc n thy hai mt tri, mt trng. Ti sao chng ta thyc mt? Kinh khc cng k loi ngi thy nc ung v tm c. Loiqu thy nc ton l la , loi rng thy nc l ton cung in, v ch


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thin thay nc ton l ngc bch. Kinh dy rng nhn lc l tu theonghip lc v o lc. Nghip lc ht v o lc cao l ci thy ca nhngng gic ng. V d Pht thy vi trng trong nc hay Cc vi trn (Hto). Ci thy khng phi do nhng Ph trn cn (mt, tai, mi, l, thn, )m do Tnh sc cn dung thng vi Diu Tm.

Ly th d khoa hc. Cc nh Thin vn Vt L vit rng Sao Bc u(Polaris) phng nh sng ca n t nm 1300. nh sng ny phi bay mt696 nm mi n c nhn quang chng ta. Vy th chng ta thy Sao Bcu tht hay ch thy nh tng ca n?

By gi n lt im bo tm nhng tng ng gia khoa hc vPht Gio:

1. "Theo cc nh khoa hc hin nay, Chn khng khng phi l trngkhng, trng rng, khng c g c. Chn khng thc ra l mt khongtrng, khng trng rng, nhng trong vn c nhng ht v phn htbng nhin xut hin ri t hy."

2. "Pagels jquan nim v Hu / V ca ng nh sau: 'Ci g khnghin hu, V th hay Chn khng u l tr chi bn ct ca ng PhThy mun i.' Nhng nh Vt l hc l thuyt v thc nghim ngy nayang nghin cu v Chn khng - iu chng c g c. Nhng ci y V ycha tt c ci Hu."

3. Theo L thuyt B sung (Complimentary Theory), ci Hu/V cth l Ht (Particle/Matter) hoc l Sng (Wave/Mind).

4. Theo Nguyen tc Bt Dnh (Uncertaincy Principle), khng th xcnh dt khot vn Ht hay Sng.

5. t ca Neil Bohr khng ng rng ng xng ra L thuytB sung sau khi nghin cu v p dng trit l ca ng."

Kinh Pht dy rng H khng (hay l Chn khng) khng phi lngoan khng, ngha l chng c g c, m trong c loi quang minhcng cc loi chng sinh c ng. Kinh Lng Nghim, trang 221 Pht dy,"A Nan! Nh ht bi trn gn nh H khng v chia m thnh ra ht bi gnH khng, m thnh li sc tng."


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Kinh Duy Ma Ct, Phm Qun Chng sinh, trang 67, k li cuc ithoi gia B Tt Vn Th v Duy Ma Ct, theo ci C l do ci 0 mra. (Xin xem thm bi Nguyn t).

1. "Nu trc y, vi c hc lng t, ht c quan nim l mtim th khi chuyn ng trong khnggian, n vch thnh ng m ta cth gi l 'ng tri'. (World Line).

2. Theo M. Kaku va J. Trainer, ngoi vn gii thch cc ht c bnnh cc T tri vi ba l t thn xc ta cho n cc v tinh t u l hnhthc t hp ca cc T tri..."

Kinha Tng, KinhPhp Hoa, nht l Kinh Hoa Nghim, khi cPht phng quang th lc u nhng quang minh chy theo ng thng, ri

dn dn un trn thnh hnh trn c m lp thnh Sc tng. Nh vy, thncn ca chng sinh v ca mun loi u c dt bng quang minh. Vc dt bng quang minh nn vn hu cng u to ra quang minh. Hinnay, c my chp hnh ho quang ta ra t trn u ngi ta. Chnh ti cmt tm hnh mt c tu t trn 30 nm, trn u c ta ra mt vng hoquang mu rc sng. (Xin xem thm bi Su Cn H Tng).

"1. Theo Nguyn l Bt nh ca Heisenberg, nhng ht lng t cth sinh t V th... l mt lng t o. N c th tr thnh mt lngt tht, mt ht tht, nu hi s nng lng cn thit...

2. Ngoi ra, t tng v cu trc Hadron vi tnh cch phi nn tng,phi cc b thng nht v tr khoa hc vi nhn sinh quan huyn nhimca truyn thng ng phng"

Pht dy rng, "Ngi ta mun phn tch, tm cu mt Cc vi cuicng trn khng th c. Ci cc vi khng phi l Vt m ch l nhbin hin ca quang minh thi n bin o v cng. Th m khi nhng Ccvi ra ngoi gic quan ca chng ta, khi no chng n t hi, gi hp vinhau, n bin thnh ci m mnh thy c.."

"Hin nay, cc nh khoa hc ua gi thuyt coi thc tm linh huynnhim c th l Lc c bn th nm ca v tr."

"Php gii nh l mt mn Thin la vng (Mn li bu) v cachung v ca ring." Khi tu hnh lt vo Tng thc th tm thc ca hnhgi s dung thng vi php gii, tc l ci mn Thin la vng ca v tr. Tt


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c nhng g xy ra trong v tr, hnh gi u bit ht (B lc Kogi NamM, tuy sng cch bit th gii loi ngi nhiu ngn nm m nhng g xyra th gii h u bit ht. Theo nhng ti liu ny, nhng v thnh ninca B lc Kogi phi ngi Thin trong 7-8 nm tri, cng nh T s t Ma quay vo vch ngi Thin trong s nm tng t).

Ni chung, Khoa hc da vo ton hc, vt l hc va th nghim tmhiu thin nhin. Trit l v tn gio t nhiu ngn nm da vo suy lunv s huyn nhim d liu tri nhng b n ca v tr.

Ngi u chu, vi b c thin v vt cht v khoa hc c mt nnvn minh kh cao, t c nhng tin b ng k, v khm ph cnhng iu ng khch l.

Ngc li, ngi chu thin v o c, tm linh, v huyn nhimnhiu hn.

Mt cu chm ngn c ca Trung Hoa ni rng huyn nhim hiu bitc gc r ca o m khng bit c cnh l. Khoa hc bit cnh l mkhng hiu c gc r.

Nh k trn, mt s Khoa hc va Vt l gia tr v nghin cunhng t tng huyn nhim ca o l ng phng nht l o Pht.Thomas Cleary vi cun, "Entry into the Inconceivable" (Bc vo Th

Gii Huyn Nhim), bng tnh thot khi ci m lu ca Khoa hc bngcch c v vic ng nhp vo th gii huyn nhim ca o l ngphng. Ken Welber vi "The Hollographic Paradigm" (Khun Mu TonK), v Michael Talbot vi "The Hollographic Universe: (Php Gii NhHuyn), gic ng ci l Sc Khng ca o Pht.

Trong bi t thut, Albert Einstein, cha ca khoa hc hin i, ni rng ng l mt ngi khng tn gio, nhng nu c tn gio th ng

phi l mt Pht t.

in hnh nht la Vt l gia ngi M gc o Fritjof Capra lmchn ng gii khoa hc Ty phng sau khi ng xut bn cun "The Tao ofPhysics" (o ca Khoa Vt L) nm 1974. Trong ng trnh by nhngsc thi c bit ca o Lo, o Pht, o Thin. Trong nhiu nm tri,ng i din thuyt nhiu ni, nu ln nhng ci bt qun bnh ca x hiTy phng nh trng khoa hc hn tn gio, v a thc nghim hn huynnhim... ng ku gi gii khoa hc v dn chng Ty phng cn tm hiu


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nhng t tng siu vit v huyn nhim ca o l ng phng v nhngo l ny c th lm khun mau tt p v thng hng cho nhng lthuyt tuyt nh nht ca gii Vt l Ty phng.

Jemery W. Hayward hng hi c v bng ti cun sch ng xut bnnm 1987, "Shifting Worlds, Changing Minds, Where the Sciences andBuddhism Meet" (Chuyn Ho Th Gii, Thay i T Duy Khoa Hc vPht Gio Gp Nhau).

Trong li gii thiu cun "Vt L hc v Pht Gio" ca Tin s Vt lVng Th ch thuc i Hc Michigan, Thng Ta Thch Vin L vit:

"Khoa hc ch tm vo vic khm ph chn l soi sng ngha

nhn sinh v v tr, ng thi to ch li cho con ngi. Pht hc n lctruyn tha chn l c nghim chng mang li phc lc tht s chomun loi. Mt bn l th nghim mt bn l tm cu. L tt nhin, conng tm cu n lc no s trc din vi s th nghim, ch khng

phi s tm cu, mi c th hi chng c chn l..."

Xem nh vy, vic ku gi i mi t duy v tm cu chn l trong ol ng phng ca mt s khoa hc gia tin phong Ty phng rt phhp vi nhng nhn nh ca Thng Ta Thch Vin L.

Ti xin trnh by S d Nguyn t v dng h nh sau:

S-D NGUYN-T CC HT VI-PHN TIM NGUYN-T

(Sketch of an Atom and its Subatomic Particles)

Phn-t

(Molecule)

Nguyn-t(Atom)

Dng in-t Trung ha-t m in-t

(Proton) (Neutron) (Electron)


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(Nh) (Nng)

Lepton Quarks Hadron Gluon

Electron Trn Meson Baryon Graviton

Muon Di Photon

Tauon K lGluon yu

Electron neutrino p PionProton Gluon mnh

Muon neutrino y Kaon Neutron

Tauon neutrino nh Eta Lambda

Sigma

Siu T Tri Cascade

(Super String) Omega

Tachyon

Chn-khng Sinh Dit

(Vacuum Polarization)

Cn Khn Dng (+) m (-)

Sinh Dit

Sc Khng

Quark Antiquark

Positron Electron

Ti Chn khng Sinh Dit (Vacuum Polarization) cui cng chc tnh cch tm b v tt c nhng ht ni trn u nm trong Chn khng,sinh sinh, dit dit.


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S d nhm gip qu v c mt nim khi qut v nhng ht t(Lng t, Ht o, hay Cc vi) c khm ph gn y m khoa hc cho lnhng vin gch cui cng cu to vt cht.

Vic sp xp v tr cc Ht cng rt gng p bi v nhng Ht ny uc cu to, chuyn ha v bin i trong khonh khc. Tuy nhin, chngti cng cn c vo theo th t nhng Ht c khm ph cng vic sp xpca cc Vt l gia da theo bn Lc ca thin nhin cng s Tng c(Interaction) ca chng.

qu v thu o vic cu to vn vt trong v tr, ti xin tm lcvic so snh rt hay ca nh bc hc H.R. Pagels (Group Theory) nh sau:

1. Cc Ht t nh Quarks v dng h Hadron, Lepton v Gluon l

nhng mu t.2. Nhng mu t n chp li thnh ch, tc l Nguyn t.

3. Nhiu ch chp li thnh cu, tc la nhng Phn t.

4. Nhiu cu chp li thnh cun sch, hay nhiu Phn t chp lithnh thn cn ca chng ta hay ca mun loi.

5. Nhiu cun sch hay mun loi u nm trong th vin tc l v tr.

Theo loi sp xp nh vy, ti Phn t ln u. K n l Nguyn tv ba thnh phn chnh ca n l Dng in t (Proton), Trung hat(Neutron), v m in t (Electron). Gn y, Vt l gia Murray Gell-Mann cho rng di Proton v Neutron cn c nhng ht Vi phn Tim

Nguyn t vi t hn m ng t tn la Quark (ti dch l cc vi, c McNgc Pha dch l Ht o). cho r rng, ti vn gi nguyn ch Quark.Theo Nguyn lng Sc dng hc (Quantum Chromodynamics - QCD),Quark c 3 mu: , Xanh dng v Xanh l cy. Quark cng c 6 v(Flavor): Trn (Up), Di (Down), p (Charm), K l (Strange), nh

(Top) v y (Bottom).

Dng h ca Quark l Hadron, Lepton v Gluon. Hadron c chiathnh Meson v Baryon. Meson c Pion, Kaon v Eta. Baryon c Proton,Electron, Neutron, Lambda va Omega. Lepton c Electron, Muon, Tauon,Electron neutrino, Muon neutrino v Tauon neutrino. Gluon c Graviton,Photon (Quang T), Gluon yu va Gluon mnh.


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Sau l Siu T Tri (Super String do c Mc Ngc Pha dch),Tachyon v tn cng bng Chn Khng Sinh Dit.

Mt trng phi gm nhng t ca Einstein cho rng Quark l dngh do Gell-Mann khm ph cha phi l nhng Phn t cn bn m nhngPhn t cn bn phi l Siu T Tri v Tachyon.

Tn cng l Chn Khng Sinh Dit (Vacuum Polarization), thuyt caP.A.M. Dirac. Thuyt ny gn ging nh c Pht dy v H khng (hayChn khng) rng "H khng khng phi l Ngoan khng, ngha l chng cg c, m trong c loi quang minh cng cc loi chng sinh c ng.

Trong Chn khng l Cn (Dng +), Khn (m -), Sinh Dit, ScKhng, To dng v Hy hoi. Gn y, cc Vt l gia khm ph ra rng

trong Chn khng c Phn t v i Phn t (Particle and Anti-particle), cQuark v Di Quark (Quark and AntiQuark), c Vt th v i Vt th(Matter and Antimatter), v c Positron i nghch vi Electron. H cngkhm ph ra rng nhng Ht t ny gp nhau th tiu dit ln nhau. l cingha Sinh Dit, Sc Khng ca o Pht.

Nh vy, trong S ny ti trnh by y sc thi Tnh v ngca cc Ht t.

---o0o---

NGUYN T

Nguyn t l n v nh nhim cu to mi vt trn th gii ny. Cibn, ci gh, ci inh, ci ba, ci ko v nhng vt chung quanh chng ta c cu to bng Nguyn t.

Mt bc tng l do nhiu vin gch xy thnh. Mt tri ni l do vvn v s nhng ht bi kt thnh. Nu ph v bc tng, ngi ta ly lic tng vin gch. Vin gch v ht bi c tm gi l nhng n v

cn bn cu to vt cht m ting Php gi l Unit formant corps.

hiu r Nguyn t, chng ti xin nh ngha r rng nhng danh tcn bn nh sau:


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Vt th, Vt cht, Th cht (Matter) (1): L bt c vt g chon mtch trong khng gian v c phng hng nh khng kh, nc v conngi. nh sng v nhit khng phi l Vt th v khng c Trng lng.

Phn t(Molecule, Particle): L nhng mnh nh nht c nhng ctnh ca cht nguyn thy. V d mt Phn t ng l mt mnh nh nht,nhng vn c c tnh ca ng. Dng nhng dng c c bit, ngi tac th phn tch Phn t thnh nhng phn nh nhim hn, l Nguyn t.

Mt Phn t ng c th chia thnh 12 Nguyn t than, 22 Nguyn tkhinh kh v 11 Nguyn t Dng kh. V nu ngi ta kt hp nhng

Nguyn t vi nhau, nhng Nguyn t ny tr li thnh mt Phn tng nh c.

Cc Phn t lin kt vi nhau bng Np in (Electrical charge).Chng lin kt cht ch vi nhau trong nhng vt rn chc, v di chuyn nhnhng trong khng kh v nc.

Ngy 10-10-1996, bo ch M loan ti rng gii thng Nobel Ho

cht c trao cho ba khoa hc gia c tn l Richard Smally v Robert F.

Curl thuc i hc Rice Houston, Texas; v Harold W. Kroto thuc i

hc Sussex Anh-Ct-Li. H c cng khm ph mt loi Phn t than

trong c 60 Nguyn t than lin kt vi nhau thnh hnh mt tri banh.

Nguyn t (Element) (1): C tt c 90 loi Nguyn t v khoa hc ch thm 18 Nguyn t na, cng chung l 108. Nhng Nguyn t na ctn l Nguyn t. V d Trung tm Su tm Nguyn t min Nam cQuc to nn nhng Nguyn t 107, 108, 109 v 110.

Nguyn t nh nht c tm thy trong Thin nhin l Khinh kh vaNguyn t nng nht l Uranium. Tt c nhng Vt cht trn th gii nyc cu to bng khong 100 loi Nguyn t khc nhau.

---o0o---

Cu to ca mt Nguyn t


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Da theo C Nguyn lng C hc (Old Quantum mechanics), mt htNguyn t cng ging nh mt Thi Dng H nh b, gia c mt Nhnhay Li (Neucleur) v nhng Phn t (Particle) nh nhim chy chungquanh ci Nhn y nhng Hnh tinh chy chung quanh Mt tri.

Ci nhn gm c hai Phn t gn lin vi nhau gi l Dng in t(Protons) v Trung Ho t (Neutrons). Dng in t va Trung Ha t cth chia ct thnh nhng Phn t nh nhim hn na gi l nhng ht Vi

phn Tim Nguyn t (Subatomic particles). V c hai Phn t ny u nmtrong Nhn ca ht Nguyn t, ngi ta gi chng l nhng Phn t Nhn(Neucleons)

Nguyn t nh n ni ngui ta 2 triu ri Nguyn t st nhau thch bng ng knh ca u kim. Nguyn t rt nh. V d em cn hn

mt Sectillion (1+21 s 0) Nguyn t Uranium, n ch nng bng 1/28gram. Ni r hn, mt ht Nguyn t c ng knh bng 10-8 (1 phn 100triu ca mt centimt, hay 1 Angstrom: A0).

Mt ht Nguyn t rt ln nu so vi Nhn ca n. Trong mt htNguyn t nh b c c mt khong h khng mnh mng v Nhn ca nch bng 1/100,000 khong h khng . Nhn ca n b ta nh ngi tat mt hn bi trong mt hnh cu rng ln. Ci khong trng mnh mng, c Pht gi l Khng i.

Mt ht Nguyn t c chia thnh ba thnh phn chnh: Dng int, Trung ha t v m in t.

Dng in t(Proton). L mt ht Vi phn Tim Nguyn t bnvng, np Dng in (+), thuc dng h Baryon, c Trng khi bng 1,836ln Trng khi ca mt m in t.

in lng khng ty thuc ln nh hay nng nh, m iu quan h ln np Dng in. in lng ca Dng in t v m in t khngkhc, ch khc nhau du hiu. Rt kh tch ri Dng in t ra khi ht

Nguyn t v n nm su trong Li ca ht Nguyn t m ngi ta gi lProton Nhn.

Trung ho t(Neutron). L ht Vi phn Tim Nguyn t, trung tnhin, thuc dng h Baryon, c Trng khi bng 1,839 Trng khi ca mtm in t. Rt bn vng, v c i sng ko di khong 16.6 pht. Trungha t v Dng in t phi hp vi nhau to thnh Li ca ht Nguyn t.


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Da trn Tn Nguyn lng C hc (new Quantum mechanics) vNguyn lng Sc ng hc (Quantum Chromodynamics - QCD), gn mtth k qua, cc vt l gia khm ph ra rng Nguyn t lu nay ccoi l n v nh nht ca mt Vt th li c cu to bng nhng Ht ViPhn Tim Nguyn t nh nhim hn m Vt l gia Murray Gell-Mann ttn l Quark (Ht o, Cc vi).

m in t (ELectron). L mt Vi phn Tim Nguyn t cng dngh vi Lepton, c Trng khi bng 9,1066 x 10-28gram v mt in lngvo khong 1,062 x 10-8 Coulombs. Trong mt ht Nguyn t c nhiu min t. Ngi ta c th ri n bng cch va chm n vi nhng ht Nguynt vi nhau. in t ny tch m in (-), v ch no cng c n. N ci sng ring, v rt d dng tch ri khi mt ht Nguyn t. Nhngchung quanh Nguyn t tung nh c hng ro t lc ngn cn m in t

thot ra ngoi.

m in t rt nh v ch nng bng 1/1800 Trng lng ca Dngin t v Trung ha t. Dng in t v m in t c cng s Tch in,hay Np in. Bi v mt ht Nguyn t thng c cng mt s lngDng in t hay m in t. Vic qun bnh ny cho rng Nguyn t,cht cn bn cu to Vt cht, thng Trung tnh in. Nguyn t cnhn din khc nhau s lng, cht ng v (Isotope), v Nguyn t trng(Atomic wight). Tt c nhng ht Nguyn t u c nhng Phn t cngloi to nn. V d Dng kh co 8 m in t, 8 Dng in t v 8 Trung

ha t. Nhm (Aluminium) c 13 m in t, 13 Dng in t v 14Trung ho t. S khc nhau c biu th bng s Nguyn t trng.

Nguyn t trng (Atomic weight) (1). Nguyn t trng ca mtnguyn t (Element) l Trng lng trung bnh ca nhng Nguyn t caht Nguyn t. Nguyn t l trng lng ca ht nhn c cu to bngDng in t v Trung ho t. Mi Dng in t u nng nh nhaukhng k n s lng Nguyn t ca n. Trung ha t cng vy. v vy,

Nguyn lng t trng c th c biu th bng cch cng chung s lng

Dng in t v Trung ho t. V d mt Nguyn t St nng gp 4.63 lnNguyn t Than 12, v Nguyn t trng ca n bng 4.63 x 12 = 55.85 nv.

Cht ng v (Isotope) (1). Mi ht nhn ca mt Nguyn t u ccng mt s Dng in t v m in t. Nhng ht nhn ca mt s

Nguyn t khng phi lun lun c cng mt s lng Trung ha t.


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Nhng ht nhn c s lng m in t khc gi l Cht ng v. Phnln cc Nguyn t u l s hn hp ca hai hay ba cht dng v. V d mtci bnh bng st c cu to do s hn hp ca bn cht ng v ca

Nguyn t St. Nhng cht ng v ca Nguyn t St. Nhng cht ngv xut hin trong Thin nhin, nhng cc khoa hc gia cng to nnkhong 1,000 cht ng v trong phng th nghim.

Tr li Nguyn t, cch 25 th k, ngi Hy Lp quan nim rngNguyn t khng th chia ct thnh nhng n v nh hn n, v Nguyn tl danh ca h ch nhng vt g khng th chia ct thnh nhng pahn nh

b hn.

Cc khoa hc gia dng nhng phng tin ph v Ht nhn (Atomsmasher) nh my Gia tc (Accelerator) va my Siu dn v Siu Va Chm

(Super Conductor Super Collider) tm kim nhng Phn t (Particles) vit hn.

Trc khi Gell-Mann khm ph ra Quark, cc khoa hc gia bitrng trong Nhn ca mt ht Nguyn t c nhng Phn t vi t hn na gil nhng ht Vi phn Tim Nguyn t. Nhng v cha khm ph thm cg hn na, ngi ta tm cho rng Nguyn t l nhng n v cn bn cuto Vt cht.

Khc vi Dng in t, Trung ho t v m in t; nhng ht Vi

phn Tim Nguyn t chi xut hin trong khonh khc. Ngi ta khm phra chng trong vic Ph v Nguyn t, hay Oanh tc Ht nhn trong nhng

phng th nghim, hay nhng l Nguyn t. Nhng Phn t ny cng ctm thy trong Tia V tr (Cosmic ray)

Quark v dng h: Lepton, Hadron v Gluon.

"Quark l mt loi ht khng th khm ph ra c hnh tng ca nm i sng hin hu ca n ch c nhn ra trong nhng phng trnhton hc hay hiu lc ca n trong cc php tnh v Nng lng. Hin nay

khoa hc khm ph ra thm 200 ht m i a s u l Ht o (Quark).Mng li th gii v hnh ngy cng m rng..."

Lepton. m in t thuc mt dng h khc vi nhng ht Vi phntim Nguyn t gi l Lepton. Theo t ng Hy Lp, Lepton c ngha l htnh nhim. Dng h Lepton gm c 6 phn t c chia thnh ba cp:Electron Neutrino, Muon Neutrino v Tauon Neutrino. Lepton l ht nh, c


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Na Quay T Ni (Half-Intergrated Spins) v c Trng khi nh hnTrng khi ca Neutrino. (Mt Neutrino c Trng khi bng 1/1000 t camt Proton. Cng c mt s Vt l gia cho rng Neutrino khng c Trngkhi. Th nghim cho thy c mi Lepton li c mt i Phn t. Nhngi Phn t c cng trng khi vi Phn t, nhng c tch din ngc li.V d i Phn t ca m in t khng Tch in (-) l mt Tch dngin (+) c tn l Positron.

Xin qu v lu rng c Dng in t li c m in t, v c Phnt li c i Phn t gi qun bnh hot ng ca tt c v tr. Nu ttc ngi v vt u ch c Dng in t (+) ht th ngi no hay vt noc in lng mnh hn s t chy ngi hay vt khc c in lng yuhn.

y cng vy, c Positron (+) i nghch m in t (-). l cingha Cn (+) Khn (-), Sinh Dit, Sc Khng, Hu V, c to dng li chy dit nh ni trong S Nguyn t phn Vacuum Polarization(Chn Khng Sinh Dit).

Di Lepton c: Electron, Muon, Tauon, Electron Neutrino, MuonNeutrino v Tauon Neutrino. Ti ch ni qua v Muon v bi qu di.

Muon. Muon c h hng vi Lepton. Trng khi bng 207 Trngkhi ca Neutrino, l mt Tch m in, v c i sng bng 2.2 x 10-6 (2

phn triu ca mt giy ng h). Trc kia, Muon c tn l "Mu Meson".

Muon, c pht hin khi cc khoa hc gia vic Bc x (Radiation)ca Tia V Tr (Cosmic ray) tm kim Tia Gamma (Gamma ray). Thayv Tia Gamma, h bt ng pht hin nhng m ma ro y nhng ht Vi

phn Tim Nguyn t gi l Muon. Vic pht hin ny khin khoa hc phixt li nhng c on cn bn ca h v Th cht (Matter) v Nng lng(Energy).

Hadron. "Thuc loi Tng tc ca Lc mnh (Strong force) i ng

vi cc ht Lepton thuc loa Tng tc nh. Mi ht Hadron c cu tot 3 n 27 ht Quarks hay nhiu hn... Tt c ht Hadron cng dng h uc cng mt Quay T Ni (Intergrated Spins). Trong mt Hadron, miPhn t va l thnh phn va l ton th. Cc Hadon cng dng h c thtrao i c vi nhau..."

Di Hadron cn c Meson v Baryon.


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Meson. Ht trung bnh, Tng tc mnh, c Na Quay T Ni, cTrng khi, v thng lin kt Lepton vi Baryon. Meson c dng h lPion, Kaon v Eta.

Baryon. Ht nng nh Neutron v Proton, c a Vch Hyperdron(Hyperdron Multiplets), thuc loi Tng tc mnh, c na Quay T

Ni (Half-Intergrated Spins) v nng hn Meson. H hng vi Baryon, chai loi: Nhn (Neucleon) gm c Proton v Neutron, v loi a Vch gmc Lambda, Cascade v Omega.

Gluon. Thuc loi Tng tc mnh, khng c Trng khi, thng linkt cc ht Quarks vi nhau. Gluon c h hng vi Quang t, Graviton,Gluon mnh v Gluon yu.

C 4 lc trong Thin nhin: in t lc (Electromagnetic force), LcMnh (Strong force), Hp lc hay Trng tng (Gravity) v Lc yu (Weakforce).

Nhng lc ny lin kt nhng ht cn bn vi nhau to thnhNguyn t. Mi lc u c ht Boson ring bit. Boson l nhng Phn tcn bn truyn ti lc gia cc Phn t. Lc m cc ht Bosons truyn tin nhng Phn t khc gi l in t lc. Ht Boson truyn ti nhng tlc c gi l Quang t (Photon).

Lc lin kt cc Quarks vi nhau gi l Lc mnh. Ht Boson truynti lc ny gi l Gluon.

Lc lm mi vt ri xung t v gi vng Tri t quay chung quanhMt tri gi l Hp lc hay Trng trng. Lc lin kt vi ht Boson cgi l Graviton.

Lc chu trch nhim v phng x tuyn ca nhng Nguyn t bt n vtan r phng ra gi l Lc yu. Lc ny c truyn ti trong vic trao igia nhng Phn t Y v Z.

Khoa hc ngy nay khm ph thm Lc th 5 v th 6.

Lc th nm gi l thc Tm linh hay l lc cn bn ca v tr."Trc kia, ngi ta cho rng v tr l mt b my ng h khng l.

Nhng Eddington li cho rng v tr khng phi l b my ng h khngl m l mt Tm tng ln."


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Tm tng ln trong kinh Pht gi l Diu Tm. Kinh dy rng Phpgii (v tr) l mt mn Thin La Vng va ca chung v va ca ring.Hnh gi, qua nhiu A tng k kip tu hnh, t thc (Thc th su) vtqua Mn na thc (Thc th by), lt vo Khng hi ca Tng thc (Thcth tm hay A li da thc), v tm ng n Diu tm m nh Thin gilBn lai din mc, hay ng ch.

Sau y l Bng ghi Trng lng v Trng khi ca dng hLepton:

Tn Trng lng (Kg) Trng khi (MeV)

m in t 9.11 x 100.511

Muon 1.88 x 10 105,700

Tauon 3.18 x 10 1,784,000 +/-3

Electron Neutrino 0* ?

Muon Neutrino 0* 0.250

Tauon Neutrino 0* ?

* Trch trong cun "The Ultimate Theory of the Universe" ca PramNguyen.

Bn Lc ca Thin NhinLc Chiu di Tm Nhim v

tng inh hng trong v tr

Cng lc =1

Mnh (Strong) 1 10 -13 cm Gi vng ht nhn, tc dng trnBaryon v Meson (ngoi tr Lepton) gn lin Quark vi nhau trong mtMeson hay Baryon.

in t001 V hn Tc dng trn tt c Phn (Electro-magnetism) t.C trch nhim v mi hin tng sinh in cng nhng c tnh hahc ca Phn t (Molecule). Yu (Weak) 00001 10 -15 hay Tc dng trn


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tt c Phn t hn t. Chu trch nhim mt phn v vic gii ta Nnglng ca cc v sao v mt vi loi Phng xa tuyn.

Trng tng 10 -39 V hn Gi vng Hnh tinh,(Gravitionalfield) Tinh t, Thin h v Chm Thin h lin kt vi nhau..

Lng t Sc ng hc hay Nguyn lng Sc ng hc (QuantumChromo-dynamics)

Thuyt ny nhm ct ngha c tnh ca Quark. Ni mt cch khc,thuyt ny lin kt Quark vi Sc lc (Color force) cng ba mu ca Quark.

Quantum (Nguyn lng) c cn c theo Nguyn lng C hc(Quantum mechanics), v Chromo trong Chromodynamics (Sc ng hc)ni n vai tr ca Sc lc (Color force).

in t lc yu (Electroweak force)

Cc yu lc v in t lc c m t nh l hai mt ca mt Tngtc n thun (Single interaction) (Trch trong cun "The Ultimate Theoryof the Universe" ca Pram Nguyn).

Chng ta hy tm hiu ti sao Nguyn t v nhng ht Vi phn Tim

Nguyn t, nht l Quark c mt s khoa hc gia xc nh l nhngvin gch cui cng xy dng v tr ch xut hin chp nhong, m o nh

nhng bng ma tri khin khng th nm bt c?

Trc ht, chng ta cn phi thm nhun gio l ca Pht, trong php

gii (v tr) ny khng c g gi l Vt c. Lc t Hu Nng ni, "Bn lai

v nht vt". (T xa n nay khng h c Vt).

kin ny cng tng t nh trong bi k "Ph a ngc" nh sau:

"Nhc nhn dc liu tri


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Tam th nht thit Pht

ng qun php gii tnh

Nht thit duy tm to

Vn php do Tm sinh

Nht Tm sinh vn php

Pht do Tm thnh

o do Tm c

Phc do Tm tch

Ha do Tm di

Tm nng tc Thin ng

Tm nng to a ngc

Tm nng tc Pht

Tm nng tc chng sinh."

Ngha l:

"Nu ngi no mun bit r

Tt c Pht ba i

Nn qun v tr ny

Tt c u do Tm to nn

Mt Tm sinh vn vt

Pht l do Tm m thnh


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o l do Tm t c

Ha l do Tm gy ra

Phc l do Tm bi p

Tm to c Thin ng

Tm to c a ngc

Tm c th bin mnh thnh Pht

Tm khin mnh ch l chng sinh."

Pht quan st sum la vn tng trong v tr ny tt c u do Tm sanh

ra c. Hai cu sau y xc nh nhn quan ni trn ca nh Pht i vi

php gii:

"Vn php do Tm sanh

Nht Tm sanh vn php."

Ni mt cch khc, tt c vn php trong th gian ny t nhng cn

trng nh b cho n sn h, i a to ln u do Thc bin sanh ra c.

TrongKinh Kim Cang Ging Gii ca H.T. Thanh T, on 5, trang

38, c Pht dy rng:

"Phm s hu tng giai th h vng"

(Phm ch c tng u l h vng)

Ni mt cch khc, "Hu hnh hu hoi", ngha l c hnh tng l c

hoi. Tt c nhng hnh tng th gian ny u khng tht, h di. Ni


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khng c l khng ng v chng s s trc mt. Nhng theo nhn quan

nh Pht, tt c ch l nh huyn m thi!

Cng trongKinh Kim Cang, on 32, trang 211, Pht li dy:

"Nht thit hu vi php

Nh mng huyn bo nh

Nh l, dic nh in

ng tc nh th qun"

(Tt c cc php hu vi

Nh mng, huyn, bt bng

Nh sng, cng nh in

Nn khi qun nh th)

Php hu vi, hay l nhng s vt c hnh tng u b nh lut v

thng sinh sinh dit dit chi phi. Ngay n c nhng t tng, nhng cm

ngh ca chng ta u thay i hng ngy, hng gi, hng pht, tng giy.

Tt c cc ci, cc cnh gii, cc thn cn ca chng ta u nh huyn

ha, nh gic chim bao, nh dng dim (o nh nc trong sa mc), nh

ting vang, nh hoa trong gng, nh trng y nc ....


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Xt v tr tu Bt Nh th khng c mt Vt no ht v phm l mt Vt

phi c hai iu kin l T tnh v C nh. Nhng s vt ta thng thy

chung quanh ch l do duyn hp, cn duyn th cn , ht duyn th mt.

Ly th d mt ci ng h eo tay hay treo tng u do mt s b

phn rp li m thnh nh: mt knh, v bng st, cy kim, chung reo v

nhng bnh xe rng kh v.v.... Nu vi b phn h hoc thiu, ng h

khng chy c.

Ly nhng th d khc nh cn nh, ci bn, ci gh, hay bt c vt g

cng vy u khng c t tnh v c nh. Tt c ch u do duyn hp m

thi. l thuyt Tng sinh Tng duyn Trng trng Duyn khi ca nh

Pht, ngha l lm mt ci ng h m khng bit bao nhiu ngi mi

ngnh, mi gii u tham d vo.

Xt cho k, "php gii ch l do t Tm bin hin, ch l mt trng

bin hin lin min bt tuyt,tng t tng tc ca Tm chuyn thnh

Thc..."

gip qu v nim c tnh cch nh huyn ca vn vt, xin qu v

c bi "Khun mu Ton k trong Khoa hc Hin i" ca gio s Trn

Chung Ngc, ng trong tp san "Pht Gio Hi Ngoi" s 6, xut bn vo

Ma Vu Lan 2539. Ti xin tm lc nh sau:


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David Bohm, chuyn v ngnh Vt l Tim Nguyn t (Subatomic

physics), v Kark Priban, mt nh Thn kinh Sinh l hc

(Neurophysiologist) da vo quan nim ton k gii thch mt cch

hp l nhng kt qu khoa hc ca h.

"Cc khoa hc gia chuyn ngnh Vt l ht nh (Particle physics)

a ra bng chng v ngh rng th gii ca chng ta ngy nay v mi

th trong chng qua ch l nhng hnh nh khng thc, l nhng d

phng ca mt thc th vt ra ngoi khng gian v thi gian.."

Th no l khun mu Ton k? (Holographic paradigm)

"Ton k (Holography) l mt k thut to hnh nh bng mt loi nh

sng c bit thng c bit ti tn quen thuc l nh sng LASER v

hin tng giao thoa (Interference)."

Chc qu v tng thy mt loi giy chuyn eo c c hnh tng

Pht. Nu nhn vo chng thy g c, nhng a qua nh sng th thy hnh

tng Pht ni bt ln nh tht vy. K thut ny cng p dng cho nhng

mt ng h c hnh con c su ni. Chnh ti cng c pht mt bng

li xe, nhn vo thy nhng con du ni ln r rt, nhng ly tay s m hay

nm bt th khng th c v n nh o nh vy!


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Trong kinh xa, c Pht dy rng th gii vn vt ny u nh

Huyn Ho c bi v, "... th gii ca sng ni, cy c c th l khng hin

hu, t ra l khng hin hu nh chng ta thng tng l hin hu. Phi

chng quan nim v o tng (Maya) ca nhng huyn nhim gia cch y

nhiu th k l ng, v nhng cnh sum la vn tng chng qua ch l

vng rng ln ca cc tn s (Vast Frequency domain) bin i thnh

nhng s vt sau khi nhp vo cc gic quan ca ta..."

Theo Bohm th, "Ton th v tr ch l mt Ton k (Hologram)",

hay ni mt cch khc, tt c vn vt trong v tr ny u xut hin nh

nhng hnh tng Pht, hnh c su, v hnh con du trn mt knh hay trn

tm plastic.

Gio s Ngc tm lc nh sau:

"Ni mt cch d hiu th mi vt u sinh ra t mt cn bn chung, v

cn bn chung ny khi nhp vo gic quan ca con ngi th sinh ra mi sai

bit m chng ta thng thy ngoi i.." Theo ci nhn ca o Pht th

l ci nhn "Kin trc", tc l ci nhn lch lc, sai lm.

Gio s Ngc tm lc t tngHoa Nghim nh sau:

"T tng Hoa Nghim trnh by vn php do tm sanh. Tm l thc

th ca vn php. Tm vng th vn php hot hin sai bit, hnh hnh sc


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sc, trng trng duyn khi, ci ny c ci kia v ngc li, nh li

chu, Tm chn th gii tnh vi tm l mt, vn vt ng nht th..."

*

c Pht gi Nguyn t l mt "vi th", tc l mt Vt th rt nh

nhim, vi te. By gi, ti ly mt th d: Ta hy p nt mt ht bi nh nh

ci "vi th" y. p ht c khng? Nu p ht th cn g l ht cn bn

cu to? Nu cn th p n bao gi mi ht? Th d th hai: Con g v

qu trng ci no c trc? Th d th ba: C th truy cu c cha m

u tin ca chng ta khng?

Trong S Nguyn t v Dng h, ti bt u bng Phn t (Particle)

v Nguyn t (Atom), v tn cng bng Chn Khng Sinh Dit (Vacuum

Polarization). Phn t, Nguyn t l ci C, sao li tn cng bng Khng?

Ngc li, t Chn Khng tr ln, sao li n ch C l Nguyn t v Phn

t?

n nay, c kinh Pht ti mi bit rng ci C l do ci Khng m

ra. Cng nh Bt Nh Tm Kinh ni, "Sc tc th Khng, Khng tc th

Sc".


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Kinh Duy Ma Ct, Phm Qun Chng Sinh, trang 67, k li cuc i

thoi hi hu gia B Tt Vn Th Li v Ngi Duy Ma Ct m ti ch ghi

li vi dng lin h:

"- Vn Th S Li: Php thin v php bt thin ly g lm gc?

- Duy Ma Ct: Thn l gc.

- Thn ly g lm gc?

- Tham dc lm gc.

- Tham dc ly g lm gc?

- H vng, phn bit lm gc.

- H vng, phn bit ly g lm gc?

- T tng in o lm gc.

- T tng in o ly g lm gc?

- Khng tr lm gc.

- Khng tr ly g lm gc?

- Khng tr th khng gc.

Tha Ngi Vn Th S Li, ni gc khng tr m lp nn tt cc

php".


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lm sng t tinh thn ca cuc i thoi, nht l ngha ca hai

ch khngtr, xin mi qu v xem li gii thch ca Phm ni trn:

Khng tr l dch ngha ca danh t v tr. Cc php ton khng c

t tnh nn khng c tr trc, ch tu theo duyn m sanh khi, nn gi

l v tr. Do v tr khng c ch trc nn chng phi C chng phi

Khng, nn mi lm c ci gc cho hin tng C, Khng ca vn hu.

Theo ngi Du Cng th V tr tc l tht tng, tht tng tc l tnh

khng, ch khc tn m thi".

Xem nh vy th Chn khng vi Vt th (Nguyn t) cng l mt,

ch khc nhau tn gi thi.

Kinh Pht cng dy rng "... Mi vt u n t ni Chn khng".

KinhHoa Nghim cng dy:

"Mi vt n t

t hin ri li tan

Tng t nh bo nh

Chng khc g mt gic m..."

KinhLng Nghim, trang 221, Pht dy, "A Nan! Nh ht bi trn gn

nh H khng v chia m thnh ra H khng, th phi bit H khng cng

c th sinh ra ht bi gn H khng, m thnh li Sc tng..."


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Trang 223, Pht dy tip, "V chng sanh trong phm gii, tm c nh

c sch, lng c ln c nh, nghip c thin c c, nn diu dng ca Sc

Khng ty theo tm ca chng sanh, ng theo lng ca chng sanh, tun

theo nghip ca chng sanh m pht khi ra cc php..."

Da theo Nguyn l B sung (Complimentary principle), ca Niel

Bohr, trong Lng kinh i Th, trang 183, c Nghim Xun Hng vit, "S

d Cc vi (Ht o) va lHtva lSngbi v ci im kt t c ng

thnh Sc tng ca n thng c gi l Ht, cn ci trng lc quang

minh m o ca n th gi l Sng."

Ni mt cch khc, vn hu trong v tr chng khc g nhng hnh ni

ca tng Pht, hnh c su trn mt ng h, hoc hnh nhng con du ni

trn tm bng li xe m thi.

kt lun bi ny, ti xin nhc li mt iu quan trng: Nhng g

khoa hc ngy nay khm ph ra v Nguyn t v nhng ht Vi phn Tim

Nguyn T th cc o l ng Phng nht l o Pht ni r rng cch

y my ngn nm ri. l nhng hnh bng m o, chp chn, nh hin,

h h thc thc, khin chng ta khng th nm bt c chng, kim sot

c chng, v khng nh chng l nhng vin gch cui cng x dng v

tr.


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3. Hai v tu s

"S sch c ghi truyn hai ngi V Trc v Th Thn cng tu vcng pht nguyn vng sanh ln ci Tri u Sut hc c Di Lc vDuy Thc v Bt Nh. V hn cng nhau nu ai cht v vng sanh trc, th

phi v bo mng cho ngui kia bit.

Ngi V Trc cht trc v bo mng, ni rng, "Ta c ln cungtri u Sut ri. Va ln ti ni, ta ch vo ni in nh l c Di Lc,ri vi vng xung y bo mng cho em hay. y th m di ny triqua ba nm ri..."*

Thi gian trn ci Pht

KinhPhp Hoa ni rt nhiu v thi gian tri nhanh kinh khngtrn cc ci Pht. V d Diu Quang B Tt ni kinh i Tha trong 60 tiukip** thn tm vn khng lay ng.

KinhHoa Nghim, Phm Th Lng, ni rng mt kip ci Ta Bca c Thch Ca bng mt ngy m ci Cc Lc.

Khng gian trn cc ci Pht

Ci Ta B do c Thch Ca lm gio ch c mt t Thi dng h.

Ci Cc Lc ca c Pht A Di cch y mi vn c t Pht. Nu ibng tc nh sng, phi di mt 150 nm nh sng. KinhDuy Ma Ctni cnh gii phng trn ci Ta B qua khi 42 s ct sng Hng ci Pht, cnc tn l Chng Hng, c Pht hiu l Hng Tch. Kinh Dc S nirng v phng ng cch y xa nhiu v s Pht , nhiu bng mi sct sng Hng; y c mt th gii gi l ci Tnh Lu Ly, c Pht ci yhiu l Dc su Lu Ly Quang Nh Lai.

*

c xong nhng chuyn ni trn, c ngi s hi ti sao thi giantrn tri li tri nhanh hn thi gian di t?

tr li cu hi trn, ti xin php trnh by mt s vn ca khoahc hin i ni v thi gian: (1) Thi gian v ngun gc ca thi gian, (2)Thi gian co dn (Time dilation), (3) i ngc chiu thi gian (Timereversal), v (4) Thi gian tri ngc (Time paradox):


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1/- Thi gian v ngun gc ca thi gian. (2) Trc ht, hy tmhiu thi gian l g? Thi gian l mt chui di nhng khong cch ohay c th o c v khng c chiu khng gian. Thi gian l vn suyt ca cc trit gia v l ti ca nhng nh Ton hc v Khoa hc. Thigian tht kh nh ngha v mt t r rng. C ngi hi thi gian v v trc lin h g vi nhau? Thi gian c quan h g vi tri thc ca con ngi?Xin tr li cu u: Thi gian ging nh mt bnh cha trong c v trcng nhng s i thay. Thi gian c lp vi v tr, v c tip tc tri i,khng c bt u m cng khng c chm dt. C ngi li hi thi gian cs t u khng? Nh bc hc Stephen Hawking v mt s khoa hc gia lun c rng thi gian bt u ngay sau nhng phn s ca giy ng h utin ca cuc Bng N Ln (The Big Bang).

Khi nghin cu v nhng c tnh ca thi gian, cc nh su tm cho

rng khoa Vt l c th bit c c tnh v cu trc ca thi gian. H chorng thi gian gm c nhng Phn t b n nh Chronons, hoc c th lmt chui di nhng ht Nguyn t ni tip nhau theo ng thng hayvng trn.

Trc kia, ngi ta ngh rng thi gian khng th bit lp vi khnggian. V vy, cc trit gia ch n vn khng-thi m Einstein chrng l mt s ni tip khng ngng.

Thi gian c quan h g vi tr thc con ngi? Thi gian ph thuc

vo tr thc ca con ngi bi v khng c tr thc ca con ngui, thi gians khng c qu kh, hin ti v tng lai.

Ngoi ra, trong nhng Tin trnh Vt l, ngi ta tm c nhngbng chng v s i xng ca thi gian. V d v phng din Ton hc,thuyt Tng i Chung ca Eisntein, l mt s i xng ca thi gian.Theo thuyt ny, nhng tin trnh lin h din tin trong hai chiu hng tringc cng ging nh mt phim nh c th chy xui hay chy ngc. iuny c ngha l trong khi nhng H en bnh trng v thu ht Vt th v

Nng lng, cng c nhng Tinh t cng bng n cng lc v phng ra Vtth v nng lng trong v tr. Cc Vt l gia gi nhng Tinh T loi githuyt ny l nhng H trng.

a. Thi gian l Tinh Lc (Nng Lng)


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Nikolai Kozyrev, mt khoa hc gia Nga S cho rng, "Thi gian lmt th tinh lc k o v siu xut, n khin cho v tr ny c th vn hnhv hin hu.

Thi gian l mt tnh cht quan h nht v k b nht ca thin nhin,n khng chuyn ng chm chp nh nh sng u. N xut hin tc khc,v chu bin khp ni chn. Thi gian dnh mc ni lin tt c chng ta,cng nh ni lin tt c s vt trong v tr....N l hnh thi k o ca tinhlc, v chng ta phi nhn vo tm ci ci ngun ca mi s sngtrong v tr".

b. Thi gian va Dn Lc

"Dn lc theo trit hc n gio c tm mc rt quan trng.

Theo thuyt ny, v tr gm c: Vt cht (Akasha) v Dn lc (Prana).Trong v tr c hng triu hnh thc khc nhau, nhng cng mt th

cht. T mi hng thm cho n mu sc do cc v in t (Paramanu) tonn. Trit gia hin i S. Vivekananda ni, 'Mt tri mt trng v con ngil mt, khng c s khc bit.' Akasha t nhin khng tc to ra g cng

phi c Prana hay Dn lc tc to nn v tr vn hu, v ngay c t bo linhi trong c th ca chng ta na. Trong ht nhn Paramanu c s chuynng nh h thng mt trng v tri t quay chung quanh mt tri.."

Nu c k on ny v so snh vi on nghin cu ca NikolaiKozyrev, chng ta thy rng Tinh lc (hay Nng lng) ca Nikolai vi Dnlc ca n gio ging nhau tuy cch c my ngn nm.

2. Thi gian co dn (Time Dilation)

Theo thuyt Tng i Hp, Thi gian co dn l vic thi gian "trichm li" hay "ko di thm" i vi mt vt ang chuyn ng vi mt thtc gia tng tng ng vi vt khc ang chuyn ng vi mt th tc khc

bit. Mt hu qu ca thuyt Tng i Hp l hai vt ang chuyn ng

cch xa nhau khng c cng mt th tc.

V d xe hi A chy vi mt th tc nhanh ui xe hi B angchy vi mt th tc u u. Sau mt thi gian ngn, khong cch gia haixe s thay i.


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Thi gian un cong (Time bending), hay Thi gian co dn l chiuth t trong v tr c coi nh l hu qu ca s ng gia H en vSao Neutron.

"Nhng su bng chy ca Tia Gamma l bng chng ca thi gianco dn. Phn tch vic bng chy cho bit khi s bng chy cng ngn ngiv m ti, thi gian bng chy cng ko di mt hin tng chng t tcdng ca thi gian nh Einstein tin on trong thuyt Tng i cang. Theo , thi hn ca s bng n cc vng khc nhau s ko di rakhi tia bc x c phng i trong khng gian trong khi khng gian ang

bnh trng" (Gamma Ray Bursts Discovery May Boost Einstein Theory).

Kch thc ca Thi gian co dn trong cc phng trnh c tnhbng o s.

3. Thi gian Tng Phn (Time Paradox, hay Twin Clock Paradox)(2)

Mt hin tng khc c thuyt Tng i Hp tin on l hintng Thi gian Tng phn.

a. V d mt quan st vin mang theo mt ci ng h ln phi thuynsau khi t bit mt quan st vin ng ti ch di t vo mt thi gianno . Ri ngi p phi thuyn tr li mt t v gp li ngi quan st

vin di t di t. V tc dng ca Thi gian Co dn, khong thigian ca ngi p phi thuyn tri nhanh hn thi gian ca ngi quan stvin di t.

Nu ngi p phi thuyn bay trong hai nm th khi phi thuynp xung t tri qua hai mi nm ri.

Thi gian Tng phn cng c nhng th nghim chng minh rngthi gian c ghi ch mt ci ng h Nguyn t di t tri chmhn l thi gian ci ng h Nguyn t t trn my bay ln tri.

b. Sao mch (Pulsar) c pht hin trong Gii Ngn H, cch trit 9,000 quang nin, quay nhanh n 600 vng trong mt giy ng htrong khi Tri t ch quay c mt vng trong 24 ting hay 86,400 giy.

Ngoi ra, sao nay cn ln gp ri Mt tri. Mt th d na l mt tha Vtcht (Matter) Sao mch nng bng t tn Tri t.


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c. Ngi ta th nghim lm cho mt ht Nguyn t dao ng tng cui cng ca mt ta nh bn tng. Ngi ta thy ht Nguyn t tng cui cng ny dao ng chm hn l ht Nguyn t t trn tngth t.

Cc nh Vt l hc cho rng vic bng n ca Tia Gamma ngoitng khng gian l bng chng ca Thi gian co dn.

Ngoi ra, nh bc hc Hawking cng vit rng thi gian s chm dt im V Thi (Singularity) nm trong tm im ca H en v vn tcca thi gian y bng Khng.

Vt l gia Gregory Benford, thuc UCL, ngh tm kim nhngng hm B cong Thi gian (Time Bending tunnel), hay L su trong

Khng gian (Wormhole). ng cho rng mt phi hnh gia vo mt u nyca L su s ra khi u kia ch tn mt hai giy ng h thay v phi baytrong nhiu triu quang nin trong khng gian.

Nh bc hc Hawking ni rng nu ngi ta c th vo mt H en,v ra khi h n mt ni no trong v tr. Ti ngh rng Benford ly kin ca Hawking nu ln gi thuyt v L su.

Ti sao thi gian trn ngoi tng khng gian tri nhanh kinh khngnh vy?

Nhng th nghim gn y cho bit r rng Trng trng to nnThi gian Co dn nh thuyt Tng i Chung tin on. "Thuyt nygip cc nh Thin vn suy ra rng nhng Trng trng lc mnh kinhkhng ca cc ngi sao b sp thu nh thnh nhng H en c kh nnglm cho dng thi gian chy ngc li."

4. i ngc chiu thi gian (Time crossing, Time reverse).

Theo nguyn tc ca khoa Vt l, bt c mt Tin trnh sinh hc no

ph hp vi nh lut thin nhin u c mt tin trnh tng t vi nhngC s (Events) ngc li. Tuy nhin, nhng tin trnh ca mt s Phn tli i ngc vi nguyn tc ny. Thi gian ngc chiu l mt trong nhngi xng (Symmetries) cn bn ca nhng Lng t Vt l. Mt on

phim thu mt Tin trnh phn t, trong Quang t to nn mt Positronv mt m in t (Electron). Nu em chiu ngc li, chng ta s thymt m in t v mt Positron kt hp vi nhau to thnh mt Quang t.


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l mt tin trnh ton ho bi v khi thy s din tin , chng ta khngbit on phim c chiu ngc li.

Ni cho d hiu, cch y trn di 50 nm, ti c cun sch catc gi Ton Phong ni v vn i ngc chiu thi gian. Ti khng nhr chi tit m ch nh mang mng rng nu i ngc chiu thi gian, ngita s nh b li. By gi, c sch ti mi thy iu rt ng.

Ly th d, ti c mt bng video quay t lc lt lng cho n tuigi. Nu em chiu, ti thy qu kh ca ti t lc sinh ra nh thng nlc ln khn i hc, lc trng thnh i lm, v lc tui gi v hu. y lvn thi gian tri xui dng. Gi th ti quay phim ngc li, ti s thyti t gi tr li tui thanh nin, tui u th v gi pht cho i.

Tm li, i ngc chiu ti gian tr v qu kh, chng ta s tr thnhnhng a b s sinh. C ngi vit, "Nu ngi ta c th vt thi giantr v qu kh, ngi ta c th thay i lch s hin ti v tng lai, hoccngn chn khng cho cha m mnh gp g chnh mnh khng c sinhra.".

Cng trong chiu hng ny, "Gio s Hawking nhn xt rng, "Mttrong nhng hu qu ca vic du hnh lin tinh t vi tc nhanh l ngidu hnh c th vt thi gian tr v qu kh".

Nhng th nghim ni trn ca khoa hc ngy nay chng minhhng hn rng thi gian trn tri tri nhanh kinh khng hn thi gian di t.

Nh vy, nhng truyn Lu Nguyn Nhp Thin Thai, ci Ru caNgi Tiu Phu, Tnh Tin Duyn Tc, truyn Vng sinh ca Ngi VTrc, hay nhng truyn khc u c phi l nhng truyn tng tng?

Ri nhng trang trong kinhPhp Hoa v Hoa Nghim ni v thigian tri nhanh kinh khng trn cc ci Pht u c phi l nhng iu h

vng?

t lu, tm tr ca chng ta c nhng nh lut ca khoa hcun nn (Programmed) cho nn mi khi gp nhng iu g khc l v trilut tc ca khoa hc, chng ta rt hoi nghi v khng th no tin c.


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Pht cng dy rng, "nhng iu trong kinh kh hiu, kh tin" chonn chng ta li cng nghi ng kinh sch hn na. ng ni dn phm phu,ngay n nhng v tu s cng c mt s v khng tin mt vi iu trong kinh.Hu qu ca vic gio dc khoa hc ny l ch khi no khoa hc chng minhc ri chng ta mi tin.

ng ni n s cch bit v thi gian trn tri v di t, ngay trn Tri t ca chng ta cng c ni quay nhanh, c ni quay chm nghal thi gian Tri t cng c ni tri nhanh, c ni tri chm. (Xin xemPh Lc ni v Vng Quay ca Tri t).

Nh ni trong nhng bi khc, i vi ch Pht v ch v B Tt,khng c thi gian v khng gian, khng c qu kh, hin ti v v lai.

Ngay n nhng khoa hc gia cng suy lun rng qu kh, hin ti v v

lai u ph thuc vo tr thc ca con ngi. Hay ni mt cch khc, chnhcon ngi t ra chng.

i vi Pht php, thi gian v khng gian u nh huyn, chngsinh cng nh huyn, v nhng sum la vn tng trong Php gii (v tr)cng u huyn ha.

Chc qu v cn nh truyn mt b lo bn bnh bao hi Thin sc Csn mt cu sau y:

"Tm qu kh qua, Tm hin i khng c, v Tm tng lai chan, vy ng im tm no?"

Cn khng gian, nh ni trong nhng bi khc, i vi nhng bcDiu Gic (Pht), thn ca cc Ngi l ci v ci l thn. V vy m NhLai chng t u n v chng t u i.

Trong kinhLng Nghim, c Pht dy, "Ta vn ngi ni Khng Him vn ngi din ni lch kip tu hnh."

V ngi ct ngha Tng thc, "... ci Tng thc y, n c v nh btng, nhng thc ra n chuyn ng nhanh lm, nhanh n ni khin ta tkhi dm ni v s cc ng sanh tm kinh nghi..."

T xin php gii rng ngha ca li Pht. Nhn ln tri ta thy trngsao lp lnh v ng yn. S tht n ang quay vi tc nhanh kinhkhng. V d Tri t vi ng knh 12,758 cy s, ang quay vi tc


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1,700 cy s/gi. Mt triu Thin h, k c gii Ngn h ca chng ta, angdi chuyn vi tc 1 triu ri dm/gi. Cc Thin th (Celestial bodies)cng ging nh nhng bnh xe ca mt ci ng h, ci n lin kt vi cikia bng rng kh. Cc Thin th lin kt vi nhau bng in t lc vTrng trng. Nu khng quay v lin kt vi nhau bng hai lc ny, chngs rt lin.

Mt th d th hai l khi ta nh mt con c (con v) xung t.Thot u, ta thy n ng im mt ch. Tht s n ang quay rt nhanh.Khi quay chm li, v khi ht lc quay, n s lo o v ng xung.

V vy, Pht mi ni Ngi tuy ngi yn ni Khng Hi m vn tin tuv hnh o trong v lng kip.

Einstein ni, "Khng mt vt g c th di chuyn nhanh hn tc nh sng, vi v bay gn vi tc nh sng th thi gian s thu ngn li,nhng Khi lng cng tng ln. Nu bay bng vi tc nh sng, Khilng ca Vt th s tng ln V cc (Infinity)."

Thuyt ny ch p dng cho khoa hc thc nghim v cho ngi thtc m thi. N c ngha i vi ch Pht v ch i B Tt. Trc ht, scthn ca cc Ngi khng phi l "Vt", l thn t i, m sc thn ca cc

Ngi c dt ton bng mt th nh sng gi l quang minh uyn nguyn.KinhHoa Nghim dy rng:

"Ch Pht l gL tng quang minhL thn thng bin ha trn y th gian."

l nh sng, l quang minh th cc Ngi phi di chuyn bng haynhanh hn tc nh sng. i vi cc bc Diu Gic (Pht), thn ca cc

Ngi l ci, v ci l thn. Ngay n thn ca V Bin Thn B Tt cngbao trm ht khng gian. Ch c Pht mi thy c ln ranh. V vy, NhLai khng t u n m cng chng i u.

V vn ha gii khng-thi, cc Ngi c th b c tri ni Tu Divo mt ht ci, hay c th ko di mt ngy hay by ngy thnh mt kip.Hoc thu mt kip hay nhiu kip vo trong mt st na. (KinhDuy MatCtv KinhHoa Nghim).


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Kinh Hoa Nghim, trang 4 dy, "... Mun hiu thu ch chng nhphon ton ca ch Pht v ch Php Thn B Tt thi c tng phn,ngi hc o cn phi bit r bn php gii:

1. L v ngi php gii2. S v ngi php gii3. L s v ngi php gii4. S s v ngi php gii

S s l tt c cc php, tc l ton th khng gian v thi gian udung thng v ngi. V d:

"Bao nhiu vi trn trong th giiTrong mi vi trn thy cc ci.

.................................V lng v s ni Tu Diu em vo mt si lngMt th gii vo tt cTt c th gii vo mt..................................Ti hay thm nhp i v laiTt c kip thu lm mt nimHt thy nhng kip trong ba iLm khong mt nim ti u nhp.

.................................Khp ht mi phng cc ci ncMi u lng c ba i."

Tt c s khng ngoi thi gian v khng gian. Thi gian dungthng khng gian, khng gian dung thng thi gian. Mt khng giandung thng tt c khng gian, mt thi gian dung thng tt c thigian. y chnh l S s v ngi php gii, m chnh cng l Cnh giigii thot bt t ngh ca ch Pht."

Vt l gia Matt Visser thuc i hc Washington, ni v thuytTng i ca Einstein nh sau, "Einstein bin i Vt l hc bngcch chng t rng Khng gian v Thi gian thc ra ch hai v khcnhau ca cng mt mi trng, c th dn d, un cong, v vn vohnh thi bi Trng trng."


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Nu qu v so snh cu, "Thi gian dung thng khng gian, khnggian dung thng thi gian" ca Kinh Hoa Nghimvi li ni caEinstein, "Khng gian v thi gian chng qua l hai v khc nhau cacng mt mi trng," qu v s thy ngha ca hai cu khng sainhau mt ho ly tuy rng thi gian cch bit c hng my chc th k.

V vy m Einstein ni nu ng l ngi c tn gio, ng phi l mtPht t v nhng g ng hiu bit by gi th my ngn nm qua Kinh Pht ni ht ri.

Nh vy, qu v c ng vi ti rng o Pht l o Siu khoa hchay khng?

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PH LC

Vng quay ca tri t (3)

Cch y hng triu nm, Tri t dn dn quay chm li. Vy lcno khin n quay chm li? Vo lc , Trng trng ca mt trng htnc thy triu khin mi ngy Tri t quay chm mt giy ng h.

Gn y, sau khi kho cu s chuyn ng ca cc hnh tinh, Charles

Sonnet vit trn nht bo Khoa hc nh sau, Cch y 900 nm, Tri tquay mt vng ch mt 18 ting. S d n quay chm li l do nh hngca mt trng ht nc thy triu, v Trng trng ca Mt trng hot ngnh l mt ci thng km bt vng quay ca tri t. iu cng khngkhc g ng ta t mt ci km m vt vo mt bnh xe ang ln. Cchy 900 nm, Tri t quay 25% nhanh hn tc quay by gi nn Hnhtinh ca chng ta ch quay c 18 gi mi ngy thay v 24 gi.

Ri Li ca Tri t mi ngy quay li nhanh hn nhng ni khctrn Tri t vo khong 2/3 ca mt giy ng h.

Mt trng cch Tri t 240,000 dm. Trc kia, n gn Tri thn, v thng c trng ch di 25 ngy thay v 29 ngy ri nh by gi.

Mt trng ngy cng xoay vn xa Tri t vi khong cch mt inchri trong mt nm. Nu qu o ca Mt trng ngy cng ln, nhng thngc trng s di hn.


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Sonnet ni theo l thuyt, Mt trng tip tc ri xa Tri t, v Trit tip tc quay chm li t nht 15 t nm na.

Mt trng s b kha li mt im nht nh pha trn Tri t, vTri t vn c hng mt mt vo Mt trng mi.

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CYBERNATICS (4)(R B)

Cch y trn di 50 nm, ti c mt bi bo ni v cu truync o ca mt chng thanh nin nh sau:

Vo mt chiu ti ti mt a im nc Thy in, mt thanh nin

bc ln chuyn xe la. Anh ny tui khong 18-20, n mc ng mt, eoknh en, v tay xch mt ci cp nh.

Ln tu, anh kim mt ch vng v ngi ly bo ra c. Mt lt sau,anh ly thuc ra ht. Hnh ng ca anh cng bnh thng nh mi ngitrn tu nn khng ai . Ch c mt k n anh l tn n cp trntu. N ang rnh git ci cp da ca anh. Tn n cp bng tr mt nhnv thy anh th khi qua hai l tai thay v qua l mi. N khch khyu tayngi bn cnh v ngi ny li khch tay ngi kia, ri hu nh c toa utr mt nhn anh ny th khi ra l tai.

Trong khi tu gh trm, anh ta ng ln c l i chuyn tu vtrnh cn mt soi mi nhn ca hnh khch. Nhn c hi hnh khch chenln xung tu, tn trm nhanh nh ct git ci cp ca anh v b chy. Btng n vng phi ci gh ngi, t xung t v ci cp da vng ra. Bngci cp da te la pht khi, v chng thanh nin kia ng gc xung, qun ochy tiu ht thnh mt ng la. Khi la tan trong nhy mt, mi ngisng st khi thy r chng thanh nin khng phi l con ngi m l mt

Ngi my (Robot).

l mt cu chuyn khoa hc gi tng.

Ngy nay nhn vt tng tng gn tr thnh s tht.

R B (Robot) l g?


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R B l mt b my c th dy d hay tho chng nh mt myvi tnh lm nhng c ng hay mt s cng vic khc nhau. Nhng bmy nh khn ngoan m chng ta thng thy trong nhng trung tmthng mi khng phi l R B v chng ch c ng nh mt hp iukhin t xa. Nhng b my ch bit lm mt vic m khng th dy lmnhng vic khc cng khng th gi l R B. Hu ht nhng R B lnhng b my khng l cao ln hn con ngi.

Danh t R B l mt kch gia ngi Tip khc tn l Kariel Capek(1890-1938). Nm 1921, trong mt v kch, Capek vit v mt nhn vt ch to nhng R b lm vic trong xng ca ng. R b theo tng Tip khc c ngha l lm vic hay n l.

kin v R b khng phi mi m g. Trong my trm nm qua,

ngi ta m c ch to nhng b my ging ngi khn ngoan vmnh m lm nhng vic h mong mun.

Nm 1970, ngi u Chu rt khoi tr khi thy nhng bp b vn ctbit vit, nh dng cm, v t lm nhng cng vic khc. K t nm1918, sau khi Mary Shelly (1897-1951) xut bn cun sch ni v qu nhptrng Frankenstein, rt nhiu sch truyn v phim nh ra i m t nhngvt c sng to ging ngi, va thin va c.

Nhng k t nm 1960, hnh nh R b ra khi khoa hc gi tng

v tr thnh s tht.

R b lm c nhng g v khng lm c nhng g?

Trong mt vi phng din, R b rt ging loi ngi. Chng cthn th lm vic chn tay, v b c sai bo chn tay lm vic. R

b c nhng cnh tay v bn tay nm bt vt. B c ca R b l mtmy vi tnh c tho chng nhng cng vic m R b phi lm. My vitnh sai khin chn tay ca R b lm vic.

Mc du mt s R b c b c l nhng b my vi tnh rt mnh,chng cha th lm nhng vic g mt cch d dng nh chng ta. B cin t ca chng ch c th hc nhng con s ton hc v lm mt vi cng cn bn.


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Ngi ta c th tho chng R b dn sch mt cn phng , trnhlam v vt nh nhng my d in t, nhng chng khng th quytnh nn hay khng nn dn sch cn phng.

T nm 1700 n nay, trong nhng lnh vc qun s, y hc, canhnng, a cht, hi dng hc, hng khng v khng gian, cnh st, cng kngh, gia dng v xy ct v.v ngi ta ch loi R b lm nhngcng vic nng nhc, nguy him v kh khn thay th con ngi.

Ni tng qut, v qun s, khoa hc ch to nhng tri bom tinhkhn (smart bomb), ha tin tm nhit, ha tin chng ha tin, hay my baykhng ngi li v.v

V y hc, khoa hc ch to nhng chn tay gi ph nhn c cm

gic nng lnh, v xc chm; cy Linh kin (Computer chip) ngi mthy c; dng in no iu khin Con thoi (Cursor) ca my Vi tnh ngi hon ton tn ph ni chuyn c.

V canh nng, khoa hc ch ra con B my bit dn sch c ditrong rng v bit cha li nhng cy con v c th. V ngnh a cht vHi dng hc, khoa hc ch to ngi my bc ha dim sn haylng i dng thm him. V Hng khng v Khng gian, khoa hcang ch to ngi my i trong khng gian thay th phi hnh gia. Hinnay, Cng ty Lockheed mi trng thu ch to Phi thuyn khng gian X-33

thay th cho Phi thuyn con thoi li thi v qu t . X-33 l loiphi thuyn khng ngi li, c mt tng v ti x dng c. Phi thuynny dng tip t vt dng cho nhng Trm khng gian ri tr v Tri t.

Mt s cng ty ch to nhng ngi my iu ha lu thng,canh gc phng s , rp xe hi v ch to nhng thit b nng n v phctp. C cng ty ch to Ngi my lm nhng vic nh (House Robot).

V xy ct, c mt vi cnt ty xa5 ct mt vi building tinh khn(Intelligent building). Nhng building trng khng khc nhng building

thng m ch khc l chi ph xy ct tn km 20% hay hn nhng buildingkhc. Kinh phi thng d ny l thit b nhng h thng t ng hin i gi an ninh, phng ha v cu ha, nhng h thng tt m n t ng tit kim nhin liu, cng nhng dn my Vi tnh (Computer) ti tn linlc vi khp ni trn th gii , tng t nh h thng Internet by gi.

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K Nguyn My Ca Bt u L Dng

Trong my thng gn y bo ch M loan bo mt s Cng ty AnhM ch to Ngui My c tr khn, bit suy ngh v tnh ton.

C cng ty ch to Ngi my c th tro ln xe, ieu khin cn s,v li my cy.

Mt chuyn vin khoa hc cho hay ngi ta ang nghin cu ch tomt my Vi tnh c t bo thn kinh tht ca con ngi.

Cn ang phn vn, tnh c ti c mt ti liu xc nhn iu ny, nirng ngi ta s ch to mt b c nhn to vi nhng t bo thn kinh thtc ghp vo mt h thng in t tinh vi. Hin nay Khoa hc ang thnghim t bo thn kinh ca mt loi a.

Trn nguyn tc, ngi ta c th ch to mt b c in t c th lmnhng cng vic ca b c con ngi.

Ly ngun cm hng t mt trong hng lot phim Sao Bng c tnTh H Tng Lai, Phng th nghim ch to B c nhn to ch tomt ngi my tn l Cc.

B c ca Cc l mt my vi tnh ti tn khin n c th d dm tmhiu th gii bn ngoi y nh mt a tr con. Khi tip xc vi ngi v vtchung quanh, n t tho chng v ti tho chng. N hc nhn v hcnghe. Ngi ta s ph cho n mt lp da c cm gic. V d khi ng phimt vt qu nng hay qu lnh, Cc s rt tay li y nh bn tay ca conngi.

Tuy nhin, cm gic nng lnh nhn to ny ch c tnh cch my mcv ngoi vic nhn bit cm gic, con ngi cn biu l s kinh ngc, gind hay ht hong. iu ngi my cha c, hay khoa hc cha ch to

c.

Ngoi Cc, mt cng ty khc ch to mt Ngi my khc tn lBathng minh, ngha l b c ca n tng tr mt triu d kin sn sngt cu hi mi khi gp phi nhng iu g n khng hiu.


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Li c cng ty ch to nhng b my nh c tng c b c in tnhn to bit tnh ton rt tinh vi, v kho x dng nhng con c mangli thng li cho mnh. Nhng n lc c hay thua, b my ny khng

biu l c nhng xc cm vui mng hay chn nn.

Vi con ngi, cm xc c biu l trong u my cui mt, c ch,hi th, c ng chn tay v mu sc ca da mt. C nhng ngi mt vthn thng, v gin d, hay xanh mt v s hi.. . Ngi my cha th cnhng cm gic v Ngi my c th c i cht tr khn nhn ti, nhngkhng c linh hn. Khoa hc ch to c nhng Ngi my c tr khn,nhng cha th cho n mt linh hn v l cng vic ca Thng .

Cc khoa hc gia nghin cu v th nghim vic ch to ngi myc tr khn trong bn thp nin qua, v gn y vic ngi my c tr khn

tr nn si ni nh h thng Internet by gi.Ngoi cu truyn Ngi my trn xe la, cch y trn 5o nm, ti

xem phim ni ting Php tn l La Vie Future (i Sng Tng Lai), vtrong khoa hc tng tng trong tng lai, nhn loi s c trc thng,trm khng gian, v nhng cn nh xy di b. n nay nhng truyntng tng thnh s tht. Ch l khc nh xy di y b cha cnhng ng hm xy di y b xe chy c ri.

Gn y cc khoa hc gia cho rng sau nm 2000 s n k nguyn

Cybernetics m ti tm dch l K Nguyn Ng My. Ti xin mn lica c Mc Ngc Pha nh ngha danh t Cybernetics nh sau:

Cybernetics l khoa hc iu khin v truyn t ng vt cng nhmy mc. Cybernetics l khoa ni lin Th gii t nhin vi Th gii siunhin. Ngy nay Cybernetics gn lin vi khoa in t cho nn c th giithch mi hin tng ca s sng. Khoa hc Cybernetics khng nhng png tinh thn phn phc hi tc (Lop fedback) trong ngnh khoa hc, kthut v ngh thut, m cn mang cch tt c tnh cch huyn nhim ca

Do Hc ng Phng.

l nhng cu truyn i nay. i xa, thi Tam Quc Ngy, Thc,Ng tranh hng, Khng Minh bit ch to xe tng phun la.

Trong trn nh thnh Troas Ty Bc Tiu Ty (Asia Minor),ngi ta bit ch to nga g (The Trojan Horse), tr mt t qun trong

bng nga va nh thng trn ny.


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R-B D Mn

Thng 1/1997, bo ch Hoa K loan tin rng cc khoa hc gia Nht Bn ch to c mt con R-B D Mn bng cch gn trn mnh n mthp in t t hon. H chn d M v chng to con, ct ht cnh ru, thayvo nhng dy ng ten in t, v gn nhng in cc Tuyn xungng. Dng hp iu khin t xa, cc khoa hc gia Nht bn gi tn hiun hp in t gn trn mnh d khin chng quay phi, quay tri, b thnghay b git li.

Mt gio s khoa hc ti i hc Nht Bn ni rng cn trng c thlm nhng cng vic m con ngi khng lm c. H lm th nghimny khin cng vic ca con ngi tr nn phong ph. Trong vi nmna, nhng cn trng in t s c gn my nh hay nhng dng c thm

d c dng trong nhng cng vic t nh nh b qua nhng ng gchvn trong mt cuc ng t tm kim nn nhn.

Mi ngi v Mi in t

Vi mi thng, chng ta ch ngi c 2,000 mi khc nhau. Chngta ngi mi nh sau: (1) Mi vo l mi, (2) Dy thn kinh bt mi gy nnnhng Xung ng p ng vi nhng ho cht trong mi, (3) Nhngxung ng ny c a n nm bt mi trong c gm c trn 50 triuDy Thn kinh Bt Mi, (4) B no phn tch nhng ha cht trong mi, v

(5) B no nhn bit mi.

Mi in t

Sau mi nghin cu, cc khoa hc gia ch to c mt H thngBt mi khin c th ngi c 10,000 mi khc nhau. KinhPhp Hoa,trang 437-438 ni rng nhng ngi th tr kinh ny, trn nn tm trm tcng c s c ngi trm nghn th mi trong tam thin i Th Gii.H c th phn bit c mi ca ngi, voi, nga, d v mi ca Thin,ca B Tt v ca Ch Pht.

Trong mt lot phim ni v Six-Million-Dollar-Man v BionicWoman, khoa hc tng tng s ch to c nhng ngi in t c mtnhn xa vn dm, tai nghe vn dm v chn i vn dm.


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Ngy nay, khoa hc ch to c mt th my c th ngi c10,000 mi khc nhau. Nh vy kinh Php Hoa u c ni nhng iu hvng?

Ngoi ra, bo ch Anh M loan bo rng trong tng lai gn, haingi c th ni chuyn vi nhau cch xa nm mi cy s m khng cnin thoi. Ri phng vin chin trng ch cn ng hu phng cng cth chp hnh hay quay phim nhng cnh chin u ngoi mt trn. Vi lighp lng knh mi, ngi ta c th nhn thy mt cy vit ch t trn mttrng. Cc trng tiu hc s dy cho hc sinh ngn ng ca ch mo khinmt ngy no chng ta c th ni chuyn c vi sc vt. Ti sao scvt hiu c ting ni ca chng ta m chng ta khng hiu c ngn ngca chng?

Chng ta s thy khoa hc ngy cng thc hin c nhng chuynthn thng ngoi sc tng ca loi ngi. Tuy nhin, thn thng ca khoahc ch l mt th thn thng s ng, khng th theo kp c vi thnthng siu ng v bt kh t ngh ca ch Pht v ch v B Tt. Thnthng ca khoa hc l do su tm v nghin cu m c trong khi thnthng ca nhng bc c o l do T tnh m c.

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V TR CH L MT KHI NIM

Cch y 16 th k, nh Trit hc Pht gio V Trc ni rng vtr ch l mt khi nim, mt t tng, mt kin.

Gn y, Michael Talbot cho rng v tr nh huyn (The HollographicUniverse), v Ken Welber ch trng rng vn vt trong v tr ch l nhngnh tng (The Hollographic Paragdigm).

V Nguyn t, Ngi V Trc cho rng Nguyn t khng c thc th(The atom should be understood as not having a physical body).

Gn y, Albert Einstein cng cho rng v tr khi c phn tch ncng chng c g l vt cht m ch cn li nhng rung ng (Vibrations),hay nhng Ln sng (Waves).

Sau , mt s t ca ng nu ln thuyt Siu T Tri(Superstring) cho rng xung n bnh din nhng Ht Vi phn Tim


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Nguyn t (Subatomic particles hay Ht o), nhng Phn t ch l nhngBng sng, nhng nt nhc ca mt si dy n rung ln.

Thuyt ny ng vi thuyt St Na, thuyt v Quang minh, thuytTng sinh Tng Duyn Trng Trng Duyn Khi v thuyt Chn KhngDiu Hu ca o Pht.

Theo thuyt st Na, vn vt trong v tr c dt bng v vn v snhng tia sng hp li thnh nhng nh tng gi l Tng tng nh tng.iu ny cng ging nh vic chp ni nhng b phn ca nhng nhn vttrong cc phim hot ha.

Trong mt lot phim Star Strek (Sao Bng), nh vit truyn phim nu ln gi thuyt v V Tuyn Truyn Vt nh sau: Mt phi hnh gia ng

vo mt vng trn v bm vo mt ci my ging nh ci beeper, thn hnhca h tan bin thnh v vn v s nhng im sng vi ti. Sang n phithuyn hay n mt a im nh, nhng im sng li dn dn chpli thnh hnh ca h nh c. iu ny tng ng nh thuyt St Na ca nhPht.

Trong cun "The Tao of Physics" (o ca Khoa Vt L), trang 181,Fritjiof Capra vit rng nhg m my khinh kh xoay trn c ng thnhnhng ngi sao trong khi nhng m my khc phng ra nhng vt th quaytrn hnh trn c v c ng li thnh nhng hnh tinh chy chun quanh cc

ngi sao. Kinh Pht cng dy rng nhng phong lun khi xoay trn tonn sn h i a (xin xem bi Quang Minh).

Trc y ngi ta c tng Nguyn t l n v cui cng cu to vtcht. Ri gn y, Murray Gell-Mann li c quyt rng Quarts (Ht o) lnhng vin gch cui cng cu to vt cht.

Nhng Nguyn lng C hc chng minh rng xung n lnh vcHt o, cc Phn t (Particle) va l Ht (Particle/Matter) va l Sng(Wave/Mind).

Cch y my ngn nm, c Pht dy rng chng ta khng bao gitm cu c thc ti cui cng ca s vt v nhng s vt m ta thy ch lnhng Tng tng nh tng c kt hp bi v vn v s nhng cc vi,n xut hin trong bin gii gia Vt (Matter) v Tm (Mind).


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Nh vy, cc khoa hc gia c tm cu n v lng kip cng khngth khm ph ra c nhng vin gch cui cng xy dng v tr nhMurray Gell-Mann tng khoe khoang.

Nhng th nghim trong nhng My Gia Tc ht Nh (Accelerator),My Gia Tc Trn (Cylotron), v Phng o nh (Bubble Chamber) cho thyTh gii Lng t tht v cng huyn o, v "m m nhn nh nh ngi im!"

Theo Nguyn lng C hc, nhng ht Vi phn Tim Nguyn t cnhng c tnh qui n nh: quay, tng, tc, chuyn ha, hon chuyn,i xng, song tnh, a dng v sinh sinh dit dit...

vi mt ht Nguyn t, cc khoa hc gia c th dng nhng dng c

ti tn chia ct thnh nhng Phn t (Molecule), v sau chp nhngPhn t ny thnh mt ht Nguyn t nh c. Nhng i vi Ht o, chngta khng th p nt mt Ht tm kim nhng mnh nh trong vic chiact to thm nhng Ht t mi. Kt qu l chng ta khng bao gi cc nhng mnh Ht t nh hn, v d chng ta khng bao gi c th tmkim c nhng phn s nh ca m ht Dng in t (Proton).

V v tr xut hin, chng ta khng bao gi tin on chc chn v trca nhng Ht o m ch phng on s hin din ca chng theo phn phixc xut. Thm vo , nhng Ht t ch xut hin trong phn s ca hng

triu ca mt giy ng h. Ngoi ra, nhng Ht o xut hin ni no mngi ta c tng n xut hin, thc ra chng ch "c v" nh xut hin -ngha l chng h h thc thc, m m o o, c m khng, khng m c....

V hon chuyn, "tt c cc Hadron cng mt h c th c cng mt quay t ni (Intergrated spins). Trong mt Hadron mi phn t va lthnh phn va l ton th. Trong nhng Hadron cng mt h c th honchuyn cho nhau c..."

V i xng, Fermions (nhng ht t quay na vng) c th i dng

thnh Boson (nhng ht t quay trn vng) m khng thay i lut tc canhung thuyt lng t.

V Tng tc, mt Ht Fermion i dng thnh mt Ht Boson, ri lii thnh ht Fermion nh c. Trong mt Tin trnh Phn t, mt Photon(Quang t) to nn mt Positron v mt m in t li kt hp vi nhau to thnh mt Quang t nh trc.


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Ngoi ra, quay l c tnh c o nht ca cc Ht o. V th cckhoa hc gia t tn nhng iu quay ca chng l V iu V tr (Cosmicdance). c bit l cch y my ngn nm, kinh in ca mt trng phingoi o cho rng nhng Vi trn (Ht o) nhy ma v tnh c to thnhnhng chng sinh thp nh nhng con su kn v nhng chng sinh cao nhkh v loi ngi. Tuy gi thuyt b Pht bc b, chng ta cng nhnthy li kinh xa m t rt ng vi V iu V tr ca cc Ht o trongvic Tng tc, chuyn ha, i xng, v sinh dit...

Mt Ht o khi quay s c nhiu hnh dng khc nhau ty theo vngquay. Khi quay 0 vng (ngha l khng quay), nu nhn t bt c hngno, n cng khng thay i. Nu quay 1 vng, n ging nh mi tn, vquay 2 vng, n ging nh mi tn c hai u. Nhng Ht o s khngthay i nu chng khng trn vng. Nhng Ht o quay nhiu vng cng

khng thay i nu chng khng quay s vng. Ri li c nhng Ht ocng khng thay i nu ch quay 1 vng, v chng s thay i khi quay 2 vng.

Tt c nhng Ht t (Ht o) trong v tr to thnh mun vt u cchia lm hai nhm: nhm quay na vng gi l Fermions v nhm quaytrn vng gi l Bosons.

Cng i su vo Th gii Lng t (Ht t, Ht o), qu v cng thychng xut hin k k qui qui, sinh sinh dit dit, h h thc thc chng

khc g nhng bng ma chp chn nh hin, va t hin li t bin trongkhonh khc. Th gii Lng t l th gii ca o nh, ca nhng lu ihuyn thoi, ca nhng khng nm bt c - m kinh Pht gi l Chnkhng Diu hu trong ci c do ci khng m ra, v ci Khng li tci c m thnh. l quan nim Hu /V ca nh bc hc H.R. Pagelsngy nay.

Tm li, nu cc khoa hc gia c th phn tch c linh hn gm cnhng thnh phn g, t u m c th h c th nm bt c, kim sotc v nht l h thng ho c nhng Ht o qui n ny. l b mtca Tri Pht, ca Thng . Cng nh Albert Einstein ni:

"God doesn't play dice with the universe" (Thng khng chi trt sc vi v tr). Cng trong chiu hng ny, ti xin php i li nh sau:


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"Khoa hc khng th chi tr t sc vi Tri Pht bi v tr thc cakhoa hc ch l tr thc tc khng th thu hiu c tr hu chn hayl tr hu Bt Nh tuyt vi ca ch Pht v ch v B Tt."

Nguyn lng C hc v Albert Einstein ngy nay khm ph rarng v tr khng c tht m khi phn tch n cng ch l nhng Rungng (Vibrations), hay nhng Ln sng (Waves).

Cch y trn 16 th k, Ngi V Trc, mt Trit gia Pht Gio ni rng Nguyn t khng c thc th, v v tr ch l mt quannim, mt t tng, mt kin.

Nh vy, qu v thy o Pht i trc khoa hc trn 16 th k. Cngc kinh Pht, qu v cng thy cn lu lm khoa hc mi theo kp nhng li

kinh xa.y khng phi l vn "M ht con khen hay" m l mt tin trnh

t nhin ca vn vt trong v tr. t lu, khoa hc ang tm kim"Nhng nn vn minh mt" (The lost civilizations) nht l vn minh cHy Lp v c Trung Hoa. V vn vt trong v tr v ngay c v tr cng

phi qua 4 giai on: Thnh, Tr, Hoi, Khng. Trng trn trng khuyt,cc thnh cc suy - cng l thuyt "Tun hon bin dch" ca Khng t.Cng v l m cc Khoa hc gia li nhng ng Thi Gian(Capsules du temps) sau ny nu Tri t tan v, hoc nn vn minh ca

nhn loi tn li, nhng chng loi khc nhng hnh tinh khc c th nhnhng ng Thi Gian ny m truy tm li c nn vn minh tin b cachng ta ngy nay.

V vy, chng ta khng ly lm l ti sao ngi Ai Cp c xa xyc nhng Kim T Thp m by gi vi my mc ti tn cha chc chngta xy ni.

Thnh th nhng g khoa hc mi khm ph trong my th k gn yth trong kinh Pht c xa ni n t lu ri. cng l l do m ti dm

mo mui t tn cun sch ny l "o Pht Siu Khoa Hc", v ch ca cun sch ny ln lt chng minh c th bng nhng khm ph mica khoa hc.

c Pht cm ngi Pht t khng c kiu mn nn chng tikhng dm


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kiu mn m ch ni ln s tht v s tht vn l s tht.

Trong khi bn tho ny gn a in, ti may mn c mt bi kh cbit ni v s thnh cng ca khoa hc trong vic to nn nhng ht SiuNguyn t khin ti khng th khng vit thm vi trang.

Trong tun ny (1/97), bo ch loan bo rng hai khoa hc gia Wiemanv Cornell thuc i Hc Colorado dng k thut ng lnh lm chmtc di chuyn ca nhng ht Nguyn t.

Theo C Hc Tn (Statical mechanics) v Nhit ng Hc (Thermaldynamics), nhng Ht Nguyn t c ni lin vi nhau bng cht lng,cht c v hi gas. nhit trung bnh, nhng ht Nguyn t di chuynvi tc 1,000 dm / gi. Nhng hai khoa hc gia ni trn km chng

di chuyn vo khong 60cm/gi. Vi tc ny, khong cch thng thnggia cc ht Nguyn t bin mt v chng lng vo nhau to thnh mthin tng gi l hin tng ng c Boise-Einstein. Cch y 70 nm,Albert Einstein v Boise tin on hin tng ny. Trc kia, ngc k lc l mt phn 1 triu ri

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THUYT SIU T TRI (STT) V THUYT QUANG MINH CANH PHT

Siu T Tril mt thuyt Vt l Lng t cho rng nhng Lng tCn bn (Elementary Particles) l nhng vt c phng di theo ngthng y nh nhng si dy thay v nhng Ht t vi t, khng Trng khi, trong Khng-thi nh c cc thuyt khc ch trmg.

Nm 1980, thuyt STT c ph bin nh sau khi Michael Grenthuc i hc Quen Mary Lun n, v John Schwarz thuc Vin KThut California (California Institute of Technology Caltech), trnh by rngvi loi hc thuyt ny c th a n mt thuyt v Lng t y v

thch hp trong vic m t Trng tng cng nh cc Lc yu, mnh vin t lc.

Vic trin khai thuyt Lng t thng nht ny l mc tiu hng uca nhng thuyt Vt l Lng t. Nhng Lng t Cn bn trong thuytSTT l nhng s dy mt chiu, khng Trng khi v chiu di 10-33 cm,hay 1/1000 t t ca 1cm. Khong cch ny gi l chiu di ca Planck, m


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ti y nhng tc dng ca nhng Lng t trong Trng trng khng thb qua c. Nhng si dy rung ln, v mi iu rung tng ng vi mtLng t khc. Nhng si dy STT cng c th Tng tc mt cch tngt vi nhng Tng tc ca nhng lng t khc.

Nhng thuyt ni v nhng Lng t Cn bn c gii thiu vou nm 1970 vi mc ch m t Lc mnh. Mc du Nguyn lng Scng hc (Quantum Chromodynamics QCD) c sm cng nhn l mtthuyt rt ng ca Lc mnh, thuyt STT c thm mt b mt mi khic b thm vic Siu i Xng (Supersymmetry). Siu i Xng l si xng gia Fermions v Bosons. Fermions l nhng phn t c Na Quay T Ni (hay Spin Bn Nguyn), v Bosons l nhng Phn t c Quay T Ni (hay Spin Nguyn Vng).

Thuyt STT khng nhng bao qut mi Lc cn bn m cn c mcn c coi nh mt thuyt thng nht cc Lng t v cc Lc. Lc u,thuyt ny ni nhiu v vn Khng-thi vi Khng gian mi chiuthay v ba chiu khng gian v mt chiu thi gian nh mi ngi bit.Cn su chiu kia, hnh nh c th b thu hp hay lm cong n mt mc qu nh khin khng th thy c.

Tuy nhin, thuyt STT vn c khuyt im l cha ct ngha cTrng khi ca nhng phn t bit. Ngoi ra, thuyt STT h m cho tathy s hin din ca mt Phn t di dng thc Bng Vt Th m

nhng Vt th thng c th Tng tc nh Trng trng.

Tachyon

Tachyon l mt ht Vi phn Tim Nguyn t bay nhanh hn nhsng (nh sng bay 300,000 km/giy, hay 186,000 dm/gi). Tuy chac th nghim, s hin din ca Tachyon rt ph hip vi thuyt Tngi, v thuyt ny lc u ch c p dng cho nhng vt bay di tc ca nh sng.

Cng nh nhng Phn t khc nh m in t (Electron) ch c thtn ti nu bay di tc ca nh sng. Vi Tachyon, mun tn ti, n

phi bay nhanh hn tc ca nh sng, v lc by gi n s tr nn mtPhn t c Trng khi tht s.

Cng xin nhc li l theo Einstein, khng mt vt no c th baynhanh hn tc ca nh sng. Nu vt bay gn vi tc ca nh sng,


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thi gian c rt ngn li, nhng Trng khi li gia tng. Nu bay bngvi tc ca nh sng, Trng khi ca Vt s tng ln n v gii hn.

kt lun, Tachyon ch l mt gi thuyt cng nh Neutrino v Hen (Blackhole) trc kia cng ch l nhng gi thuyt, cho nn n ngynay Tachyon vn khng c tht.

V thuyt Siu T Tri, theo thin ngh, rt ph hp vi thuyt StNa v Quang Minh ca nh Pht. Trong cc kinh i tha, nht l kinhaTngv kinh Hoa Nghim ni rt nhiu v quang minh. TrongkinhHoaNghim, hu ht cc trang u ni n vic Pht phng quang.

Ngay n 12 danh hiu ca c Pht A Di , danh hiu no cng cch quang.

V c Ha Thng Thch Thin Thanh v c Nghim Xun Hng ni qu t m v quang minh, ti ch xin tm tt nhng chnh ca hai chquang minh ca nh Pht.

Theo kinh Pht, Chnh bo (Chng sinh) v Y bo (Cnh vt) trongPhp gii hu hnh hay v thc u c dt bng quang minh c. Ni rhn, thn ca ch Thin, thn ngi, sc vt v cy c cng u dt bngquang minh. Ch c khc l quang minh ca ch Pht v ch v B Tt trny v sng r hn quang minh ca ngi th tc. Ri quang minh ca

ngi li sng hn quang minh ca sc vt v tho mc. L do l thn thcca con ngi thng hoa hn l thn thc ca ng vt v tho mc mnh Pht gi l phi tnh thn thc.

iu hiu l khi Y bo v Chnh bo u c dt bng quangminh th c hai u pht ra quang minh.

L Tng sinh tng duyn trng trng duyn khi ca Pht gio ct ngha vic kt hp nn thn cn ca chng ta v ca vn vt. Mun hiuc l ny, cn hiu nhng iu cn bn v thuyt St Na ca nh Pht.

St Na l nhng tia chp nhong hin ln v bin i lin tc, khnggin on m kinh Pht gi l ng v gin duyn, ngha l khng k h.V d, Tia B bin i, tia A hin ln, v c tng t tng tc nh th. Lyth d c th: Mt tia nc l s kt hp ca v vn v s nhng git ncni lin vi nhau tng t nh mt chui ngc. Mt ngn nn chy cng l


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do v vn s nhng tia chp nhong pht ln l do s t chy ca cc visp ong v cc vi khng kh.

Thn cn ca chng ta cng do v vn v s nhng tia chp nhongkt li ging nh nhng hnh v trong phim hot ha.

Chng ni n ngi, ng vt, tho mc v khong vt cng upht quang minh hn hp v thp km. Vi loi ngi, cng tu cao baonhiu, quang minh cng trn y, sng r v bin chiu by nhiu. V thkinh Hoa Nghim gi ch Pht l tng quang minh. B Tt Long Th, khithuyt php ba rng, ngi nghe khng thy Ngi m ch thy hng trmMt tri sng r trn khng trung.

Cc khoa hc gia lm nhng th nghim v khm ph ra nhng

iu l th sau y:1.Mt l cy b ct i, nu dng knh c bit s thy phn b ct

phng ra quang minh to thnh Hnh chiu (Projection) ca phn l b ct.

2.Mt l cy ban m phng quang minh trng nh Thnh ph LosAngeles hay San Francisco lng ly nh n v m.

3.ui con thn ln b ct cng pht quang minh to Hnh chiu caphn ui b ct.

4.Khi cy b cht, n t ng pht ra mt lung chn ng bo hiucho nhng cy khc chung quanh. (Xin xem bi Khi ci cy b cht s

pht ra ting ku).

V th, Pht cm cc tu s khng c dm ln c non. Trong bngging, mt s c k rng c mt s tu s khng dm ga go, bc v chuin, hoc ch v u. Mt s tu s khc b qu v o t, ct cha khingit cht mt s cn trng. Trong kinhLng Nghim, Pht cng qu nhngngi p du ch c trng mi p c nhiu du hn. Ngay vic ung

nc c trng Pht cng coi nh n tht chng sinh. Vy nhng v thch nda chua, coi chng n tht chng sanh .

Chng ring ng vt v tho mc c Phi tnh thn thc m st cng biu l s mt mi ca n. Trong bng ging v La fatigue desmteaux ca c Hng, nu ta nung mt thanh st, ly ra p. p xong,


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b vo nung, ri li ly ra p. Lm vi ln nh vy, thanh st s biu l smt mi ca n.

5. Cy cng nhn din c th phm. mt tiu bang n, Cnhst bt mt s nghi can i qua mt hng cy. Nu ng th phm hng cys reo ln.

6. Bn gh, cy c, g u pht ra quang minh ht, nhng lmt th quang minh hn hp.

7. Cnh st M n cng vin bt th phm. n ni, chng i mt. ng bn chp i vi tm. n khi ra hnh, ng rtngc nhin thy r hnh ca th

dao phat sieu khoa hoc - minh giac nguyen ngoc tai

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