L

DI: CU'O'NG ON TAp THI PHAN NGANH 2015,. - ,MON VAT LY.

V~T LV I: CO' HQC + NHI$T DQNG Ll)'C HQC

PHAN I: CO' HOC

cac nQi dung Iy thy~t, cong tlurc cua CO' hoc 1 co th~ dU'

2. Ham Entropi3. D6ng nhat thuc nhiet dng hoc4. Entropi cua khi Iy tU'&ng5. Entropi cua mot pha ngU'ng tu6. Can bclng entropi- entropi trao doi, entropi tao fa

II. Cac vi du v~ Sl,J'can bclng entropy1. Cac vi du v~ Sl,J'truyen nhiet

a) H$ tiep xuc voi mot ngu6n nhietb) H$ tiep xuc nhieu ngu6n nhiet

2. V~n chuyen the ticha) Dan khi Joule Gay Lussac va Sl,J'dan khi d~ng nhietb) Sl,J'tien h6a don nhiet (d~ng nhiet) manh va dt ngt

ChU'O'ng8 Cac may nhietI. Sl,J'chay on dinh cua chat hruII. Cac thi du v~ may nhiet

1. Nghien cuu may hoi nuoca) Me tab) Gian d6 Watt cua xylanh va cua bornc) Gian d6 CLAPEYRONd) Can bclng entanpie) Can bclng nang 1U'Q'ngva hieu suat

2. May lanh dung kheng khia) Nguyen Iyb) Me hinh hoac) Trao doi nang 1U'Q'ngd) Hieu suat lam tanh

III. Nghien ciru Iy thuyet cac may nhiet1. Cac d~c trU'ng cua may nhiet2. Dng co va may thu3. Can bclng nang 1U'Q'ngva can bclng entropy4. May hai ngu6n nhiet

a) Hieu suat cua dng co hai ngu6n nhietb) May lanh hai ngu6n nhiet

IV. Bieu dien chu trinh cua mot may nhiet1. Gian d6 Clapeyron2. Gian d6 Entropi

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V~T LV II: DII;N Tlf TRU'ONGDIEN TlJ HOC I

Cae n{li dung Iy thy~t, eong thLPecua Di~n tw 1 co th~ -dU'Q'eSlP dl,lng trong cac Bai t~p cuaDi~n tw 2. SV e~n on lal cac eong thuc liem quan khi on cac bal t~p cua Di~n tw 2.

DIEN TO' HOC II

ChU'O'ng 1 TRU'ONG DII~N TO' KHONG DOlI. H$ cac PT co ban

1. PT doi voi di$n trU'cYng2. PT doi vai tCYtrU'cYng3. Djnh luat bao toan di$n tich

II. The vec to' A1. Djnh nghia2. Tinh chat3. Cach xac dinh

ChU'O'ng 2 DII~N TicHvA TRU'ONG DII~N TO'I. TrU'cYngdi$n tCY.Di$n tich trong trU'cYngdi$n tCY

1. Tac dunq cua trU'cYngdi$n tCYlen di$n tlch- h,J'cLorentz2. Cong suat h,J'cLorentz

II. V~t dan trong di$n trU'cYng.Dinh lu~t Ohm. Hieu ung JouleIII. Tac dl,lng cua tCYtrU'cYnglen rnach di$n. Luc Laplace.

ChU'O'ng 3 H~ cac phuonq trinh Maxwell trong chan khongI. H$ bon phuonq trinh Maxwell

II. Cac the vo hU'ang v va the vec to' A1. Lien h$ cac the V, A vai E I B

III. Nang 1U'Q'ngtrU'cYngdi$n tCY1. Can b~ng nang 1U'Q'ng

ChU'O'ng 4 Hi~n tU'Q'ng earn LPngdi~n twI. Nghien cuu thuc nghi$m

1. Dinh luat LenxII. SI,J'earn ung Lorentz: khung day djch chuyen trong tCYtnronq tinh

1. TrU'cYngphat dong di$n Lorentz2. Lien h$ suat di$n dong earn ung va cong suat Il,J'cLaplace3. LU'u so di$n trU'cYngLorentz4. Dinh luat Faraday

III. SI,J'earn ung Neumann: ong day dung yen trong tCYtrU'cYngbien thien1. Dinh luat Faraday2. TrU'cYngphat dong di$n Neumann

IV. Cac tinh chat chung cua hien tU'Q'ngearn ung di$n tCY1. Suat di$n dong earn ung2. TrU'cYngphat dong di$n3. Dinh luat Ohm suy rong

ChU'O'ng 5 Cae ap dl,lng cua hi~n tU'Q'ng earn LPngdi~n twI. Hien tU'Q'ngtl,J'earn trong mot rnach di$n

1. Suat di$n dong tl,J'earn2. H$ so tl,J'earn

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3. Dinh luat Ohm suy r(>ng4. Sieu thuc dong di$n khi dong va ngat rnach di$n

II. Hien tU'c;mghe earn giCrahai mach di$n1. Suat di$n d(>ng he earn2. Dinh luat Ohm suy r(>ng

III. Dong di$n Foucault va cac lI'ng dunq

DANH SACH cAc BAI TApV~TLY1 .co HQC 1

CHU'O'NG 1: DONG HOCSait~p(p31): 6,14,15,19

CHU'O'NG 2: DONG U)'C HOC CUA CHAT DIEMSai tap (p.64): 12, 13, 14

CHU'O'NG 3: CONG SUAT vA NANG LU'O'NG TRONG HE QUI CHIEU GALILEAp dl,lng: 3 (p.73) ..Sai tap: 1, 6, 9 (p.81)

CHU'O'NG 7: THAY DOl CAC HE QUI CHIEUAp dl,lng: AD: 2, 4 .

co HOC 2CHU'O'NG 1: CO' HOC TRONG He QUI CHIEU PHI GALILE

Ap dunq; 3Sai tap (p.20): 1, 2, 5, 6, 7

CHU'O'NG 2: CO' HOC TRAI DATAp dl,lng: 4, 5 (p.38, 40)Sai tap (p.45): 3, 5, 6, 8

CHU'O'NG 4: HE CHAT DIEMAp dunq: 4, 8 .Sai t~p (p.117): 3, 5, 9, 11, 13, 16

CHU'O'NG 5: He HAl CHAT DIEM - LV'C XUYEN TAMAp dunq: 1, 2 (p.135)Sai tap: 2, 5, 6 (p.139)

NHleT DONG HOCCHU'O'NG 3: TiNH HOC CHAT LU'U

Ap dunq: 4, 6 (p.72, 74)Sai tap (p. 81): 6, 9

CHU'O'NG 5: NGUYEN LY NHAT CUA NHleT DONG HOCAp dl,lng: 3, 4, 5 (p.139, 144)Sai tap: 6, 7, 11, 12 (p.154)

CHU'O'NG 6: NGUYEN LY HAl CUA NHleT DONG HOCAp dunq: 3, 4 (p.187, p.193)Sai tap: 2,3 (p. 211)

CHU'O'NG 8: CAC MAY NHIETAp dl,lng: 1, 3 (p.265, 280) .

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Bai tap: 3, 5, 6 (p287)

DANH SACH cAc BAI TApVATLY2 "

)leN "Tll HQC 1CHU'O'NG 2: TRU'O'NG TTNHDIEN

Khong ra Bai tap, chi on Iy thuyet de phuc vu )T2CHU'O'NG 3: TH~ TTNHDIEN

Khong ra Bai tap, chi on Iy th"uyet de phuc vu )T2CHU'O'NG 4: DINH LY GAUSS

Ap dunq: 1,5,6"Bai tap: 1,9

CHU'O'NG 5: LU'O'NG CU'C DIENKhOng ra Bai tap, chi on Iy"thuyet de phuc vu )T2

CHU'O'NG 7: Tlr TRU'O'NGKhOng ra Bai tap, chi on Iy thuyet de phuc vu )T2

CHU'O'NG 8: DINH LY AMPEAp dl,lng: 2, "3, 4Bai tap: 1, 6, 9

CHU'O'NG 9: LU'O'NG CU'C TlrAp dunq: 2 "Bai tap: 1, 3, 9

)IEN Tll HOC 2CHU'O'NG 1: DIEN TicH vA TRU'O'NG DIEN Tlr "

Ap dunq: 3, 5 " "Bai tap: 5, 7, 8

CHU'O'NG 2: TRU'O'NG DIEN Tlr KHONG DOlAp dunq: 2, 5, 6 "Bai tap: 4, 5, 7

CHU'O'NG 3: cAc PHU'O'NG TRiNH MAXWELLAp dl,lng: 1,4,5Bai tap: 3, 5, 6, 7

CHU'O'NG 4: CAM lrNG DIEN TlrAp dl,lng: 2, 3, 4, 5 "Bai tap: 1, 2, 3, 4, 6 (p.132)

CHU'O'NG 5: cAc AP DUNG COA CAM lrNG DIEN TlrAp dunq; 1,2,3,4,5,7 " "Bait~p: 1,2,3,4,5, 9,12

)a Nang, ngay 10/12/2014TrQ'19 PFIEV o Nang

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