coğrafi konum ve etkileri

8/14/2019 Corafi Konum ve Etkileri

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Corafi konum zel konum ve matematik konumolarak iki blme ayrlr.

zel Konum: Bir yerin ktalara, nemli yollara veyerflekillerine bal olarak ortaya kan zellikleri-ne denir.

RNEK: 1

Trkiyenin afladaki corafi zelliklerindenhangisi zel konum ile ilgili deildir?

A) tarafnn denizlerle evrili olmas

B) Dousu ile bats arasnda yerel saat farknn76 dakika olmas

C) Ky kesiminin, i kesimlere gre daha fazlayafl almas

D) Asya ve Avrupa ktalarnda yer almas

E) Farkl ekonomik dzeydeki lkeler arasnda yeralmas

(SS Sorusu)

ZM:

lkemizin dousu ile bats arasnda 76 dakikalkyerel saat fark, olmas meridyen fark ile ilgili ol-duundan matematik konum sonucudur.

Yant : B

Matematik Konum: Dnya zerindeki bir yerinenlem ve boylam dereceleriyle ifade edilmesinematematik konum denir. Bir yerin matematikkonumu paralel ve meridyenlerden yararlanlarakbelirlenir.

Paraleller ve zellikleri: Ekvatora paralel olarak1 aralkla izildii varsaylan emberlere paraleldenir.

zellikleri:

1. Bafllang kabul edilen Ekvator emberi, Dn-yay Kuzey ve Gney Yarmkre olarak ikiyeayrr. Kuzey paralelleri yukar, gney paralel-leri aflaya doru byr.

2. 90 tanesi Kuzey Yarmkrede 90 tanesi GneyYarmkrede olmak zere 180 paralel vardr.

3. Paralellerin boylar Dnyann flekli nedeniyleEkvatordan uzaklaflldka ksalr.

4. Ardflk iki paralel aras uzaklk 111 kmdir. Ay-n meridyen zerinde bulunan iki paralel ara-sndaki uzaklk hesaplanrken; merkezlerinher ikisi de ayn yarmkrede ise birbirindenkarlr ve 111 km ile arplr. Merkezler farklyarmkrelerde ise toplanr ve 111 km ile ar-plr.

80706050403020100

1020

49 Kuzeyparaleli

90 KuzeyKutbu

Ekvator

Gney Yarmkre

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aralelle

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eyparalelle

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Gneykutbu

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RNEK: 2

40 Kuzey paralelindeki Ankara flehrimizin 20 g-ney paralelindeki bir flehre uzakl ka kmdir?

ZM:

nce iki flehir arasndaki paralel fark bulunur.

fiehirler farkl yarmkrelerde yer aldndanparaleller toplanr.

40 kuzey + 20 gney = 60 Paraleller aras uzaklk 111 km oldua gre

Ankarann 20 gney paraleline uzakl

60 x 111 = 6660 kmdir.

RNEK: 3

fiekilde A ile B noktalar arasndaki uzaklk 5328kmdir.

Buna gre B noktas hangi paralel dairesi ze-rindedir?

A) 8 Gney B) 15 Gney

C) 24 Gney D) 30 Gney

E) 48 Gney

ZM:

ki paralel aras uzaklk 111 km olduundan,

5328 : 111 = 48 A ve B arasnda 48 lik paralel

fark vardr. A noktasndan 48 gneye doru gi-dildiinde ise 8 gney paraleline ulafllr.

Yant : A

5. Baz paralel dairelerinin zel isimleri vardr.

2327 kuzey enlemine Yenge Dnencesi,2327 gney enlemine Olak Dnencesi,

6633 kuzey enlemine Kuzey Kutup Dairesi,6633 gney enlemine Gney Kutup Dairesi,90 kuzey enlemine Kuzey Kutup Noktas,

90 gney enlemine ise Gney Kutup Noktasdenir.

Bir noktann Ekvatora olan uzaklnn a cinsin-den deerine enlem denir. Bir yerin enlemi o yer-de Gnefl flnlarnn dflme asn belirleyerekscaklk kuflaklarn (scak - lman - souk ) olufl-turur. Enlem faktrne bal olarak yeryznde;

klim

Bitki rts

Toprak eflitleri

Hayvan trleri

Tarm rnleri

Akarsu rejimleri

Nfus dalfl ve konut tipleri

Ekonomik faaliyetler

Deniz suyunun scaklk ve tuzluu ile

gece - gndz sresi uzunluu farkllk gsterir.

Ayn enlem zerindeki noktalarda;

Ekvator ve kutuplara uzaklk

Dnyann dnfl hz

Gnefl flnlarnn dflme as

Gece - gndz sresi uzunluu ve

Yaflanan mevsim ayndr.

6633' Kuzey Kutup Dairesi

2327' Yenge Dnencesi

0 Ekvator

2327' Olak Dnencesi

6633' Gney Kutup Dairesi

Souk kuflak

Ilman kuflak

Scak (Tropikal)

Kuflak

Ilman kuflak

Souk kuflak

90 Kuzey Kutup Noktas

90 Gney Kutup Noktas

Alakenlemler

OrtaEnlemler

OrtaEnlemler

Yksekenlemler

Yksekenlemler

40

0

A

B

?

Ankara40 Kuzey

0 Ekvator

20 Gney

40

20

60

50 Kuzey

0 Ekvator

30 Kuzey(AB) x 111 = 50 30 = 20 x 111 = 2220 km

10 Gney

40 Gney(DC) x 111 = 40 10 = 30 x 111 = 3330 km

(B+C) x 111 = 30 + 10 = 40 x 111 = 4440 km

A

B

C

D

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Corafi Konum ve Etkileri

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RNEK: 4

Yukarda konumlar gsterilen A ve B merkez-lerinde;I. Yerel saatII. Dnyann dnfl hzIII. Ekvatora olan uzaklk

IV. Gndz sresi

V. Yaflanlan mevsimgibi zelliklerden hangisi kesinlikle farkldr?

A) Yalnz V B) II ve III C) I ve IV

D) Yalnz I E) Yalnz II

ZM:

Yerel saatin ayn olmas iin enlemin deil, boyla-mn ayn olmas gerekir. fiekilde B merkezi Ayagre daha douda olduundan yerel saati ileridir.

Yant: D

Meridyenler ve zellikleri: 1 aralkla Ekvatorudik kesip, kutup noktalarnda birleflen yarm em-berlere meridyen denir.

1. Bafllang meridyeni kabul edilen Greenwich,Dnyay dou ve bat yarmkre olarak ikiyeayrr. Dou merdiyenleri saa, bat meridyen-leri ise sola doru byr.

2. 180 tanesi douda, 180 tanesi batda olmakzere toplam 360 meridyen vardr.

3. Meridyen yaylarnn uzunluklar eflittir.

4. Ekvator zerinde ardflk iki meridyen aras uzak-lk 111 kmdir. Ekvatordan uzaklaflldka ardflkiki meridyen aras daralr.

5. Dnya ekseni etrafnda 24 saatte dndn-den; Gneflin nnden 24 saatte 360 , 1 sa-atte 15, 4 dakikada ise 1lik meridyen yaygeer. Ayn meridyen zerindeki tm noktala-rn yerel saatleri ayndr.

Bir noktann bafllang meridyenine olan asaluzaklna boylam denir. Boylam fark, yerel saatfarkllna yol aar.

YEREL SAAT

Bulunduumuz nokta tam Gneflin karflsna gel-dii ana le vakti denir. Her boylamda buna g-re ayarlanan saate ise yerel saat denir.

90 K

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55 km

90 km

107 km

0 Ekvator

ki meridyen arasndaki paralel yayEkvatordan kutba doru giderek ksalr,alan ise klr.

0 1111 km

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uYarmkre

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Bat Meridyenleri Dou Meridyenleri

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A B40 Kuzey

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4/24

RNEK : 5

Yukarda iflaretli dorultulardan hangisinin do-usu ile bats arasndaki uzunluk daha azdr?

A) 1 B) 2 C) 3

D) 4 E) 5

ZM:

Dnyann flekli nedeniyle ardflk iki meridyen ara-s uzaklk Ekvatordan uzaklaflldka ksalr.

fiekilde Ekvatora en uzak merkez 5 numara oldu-undan

Yant: E

RNEK : 6Afladaki yarglardan hangisi yanlfltr?

A) Paralel dairelerinin evre uzunluklar birbirineeflittir.

B) Ayn enlem zerindeki noktalarn izgisel d-nfl hz eflittir.

C) Ayn boylam zerindeki noktalarn yerel saat-leri ayndr.

D) Ekvator zerinde ardflk iki meridyen arasuzaklk 111 kmdir.

E) Meridyenlerin evre uzunluklar birbirine eflittir.

ZM:

Paralel dairelerinin boylar Dnyann flekline ba-l olarak Ekvatordan kutba doru ksalr.

Yant : A

RNEK : 7

Yukardaki flekilde verilen merkezlerin konum-lar ile ilgili afladaki yarglardan hangisi yan-lfltr?

A) A merkezi Kuzey Yarmkrededir.B) A ve Bnin Ekvatora uzaklklar ayndr.C) A ve Bnin yerel saatleri ayndr.D) B merkezi Olak Dnencesi zerindedir.E) Adaki dnfl hz Bdekine eflittir.

ZM:

Ayn boylam zerindeki merkezlerde yerel saatayndr. A ve B merkezlerinin boylamlar farkl ol-duundan yerel saatleri de farkldr.

Yant: C

RNEK: 8

fiekilde matematik konumu verilen taral alanile ilgili afladaki yarglardan hangisi dorudeildir?

A) Bafllang meridyeninin dousundadr.

B) Kuzeyi ile gneyi arasndaki kufluuflu uzaklk1110 km'dir.

C) Gney Yarmkrededir.

D) Olak Dnencesinin gneyindedir.

E) Dousu ile bats arasnda 48 dakikalk zamanfark vardr.

24 12 0

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ZM:

Olak Dnencesi Ekvatorun 2327 gneyindekienlemdir. Oysa taral olarak gsterilen blgenin

en gneyinden 20 gney paraleli gemektedir.Bu nedenle blge Olak Dnencesinin gneyindedeil kuzeyinde yer alr.

Yant : D

RNEK : 9

Yukarda enlem ve boylam dereceleri verilenmerkezlerle ilgili afladaki yarglardan hangisi

yanlfltr?

A) A ve C merkezlerinin yerel saati ayndr.

B) 21 Mart tarihinde Gneflin en erken doduumerkez Edir.

C) D merkezinde Dnyann ekseni etrafndakidnfl hz C merkezinden fazladr.

D) B merkezi 30 dou boylam ile 60 kuzey en-lemi zerinde yer alr.

E) A ve B merkezleri arasnda iki saatlik zamanfark vardr.

ZM:

A merkezi 30 Bat , B merkezi 30 Dou boyla-

mnda yer aldndan aralarnda 60lik boylamfark vardr.

15 lik boylam 1 saatte 60 lik boylam ise 4 saateeflittir. Bu nedenle A ve B merkezleri arasnda ikisaatlik deil drt saatlik zaman fark vardr.

Yant: E

40

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6045301501530

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D E

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Gneflin

Yks

e

lifliG

neflin

Al

alfl

06.00 : SABAH(DOUfi)

AKfiAM : 18.00(BATIfi)

17

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1413 11

10

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LE : 12.00

12 saat

2

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3

45

678

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Tarih : 21 Mart - 23 EyllGneflin Grnen Hareketi ve Saatler

15

30

151515

1515151515

1515

1515

7 6 5 4 3 2 1 Bat

11.32 11.36 11.40 11.44 11.48 11.52

1 Dou 2 643 7

0Greenwich

Saat 12.00

11.56

5

12.0812.04 12.1612.12 12.20 12.24 12.28

Batya doru zaman her bir derecelik meridyen iin 4' GERDR

Douya doru zaman her bir derecelik meridyen iin 4'LERDR.

8

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Yerel Saat sorularnn zm:

a) ki yerin meridyeni verilmifl yerel saat isteniyorsa:

Yerel saati sorulan yer ile yerel saati verilen yerarasndaki meridyen fark bulunur. Saati verilen yerile saati sorulan yer farkl yarmkrelerde yer alyor-larsa; her iki yarmkredeki meridyenler toplanr.

Yerel saati verilen yer ile yerel saati istenen yerayn yarmkrelerde yer alyorlarsa; kk merid-yen byk meridyenden karlr.

Zaman farkn bulmak iin, bulunan meridyen far-k 4 dakika ile arplr. Bulunan zaman fark gere-kiyorsa 60 dakikaya blnerek saate evrilir.Bir noktann dousunda yerel saat ileri batsndaise geridir . Bu nedenle; yerel saati verilen bir mer-

kezin daha dousundaki bir yerin saati isteniyorsabulduumuz saat fark verilen saate eklenir.Yerel saati verilen merkezin daha batsndaki bir,yerin saati isteniyorsa, bulduumuz saat fark ve-rilen saatten karlr.

RNEK : 1045 Dou boylamnda yerel saat 15.00 iken,45 Bat boylamnda yerel saat ka olur?

A) 9.00 B) 9.30 C) 10.10

D) 10.30 E) 10.45

(SS sorusu)

ZM:

Yerel saati verilen yer ile yerel saati istenilen yerarasnda;

45 Dou + 45 Bat = 90 lik boylam fark vardr.Sonra aradaki zaman fark hesaplanr.

Bulduumuz zaman farkn, saati istenilen yer da-ha batda olduundan verilen saatten karrz.

15.00 - 06.00 = 09.00

Yant : A

RNEK : 11

Yukarda yerel saatleri verilen A ve B merkez-leri iin afladakilerden hangisi kesinlik gs-termez?

A) B merkezi Aya gre daha douda yer alr.

B) Yl boyunca gnefl Ada Bden sonra batar.

C) A ve B merkezleri aras kufl uuflu uzaklk yak-laflk 3330 kmdir.

D) ki merkez arasnda 30lik boylam fark vardr.

E) Her iki merkez de dou boylamlarnda yer alr.

10.00 12.00

0 EkvatorA B

1 = 4 ise

90 x

x = 90 x 4 = 360 : 60 = 6 saat

45 Bat 45 Dou

Saat: 15.00

45 45

Saat: ?

90

0Bafllangmeridyeni

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06.00

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DB

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60 Dou

DB

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90 Dou

DB

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120 Dou

DB

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18.00

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7 6 5 4 3 2 1

Meridyen

Ayn nadayerel saat

Ayn anda 7 farkl merkezde yerel saatler ve Gneflin grnen konumu1 nolu merkez en douda , 7 nolu merkez ise en batdadr.

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ZM:

A ve B merkezleri arasnda 2 saatlik zaman farkvardr ve B merkezinin saati A dan ileridir.

2 saat = 30 Buna gre A , B ,C ve D seenekle-rindeki bilgiler dorudur.

E seeneindeki bilgi kesinlik gstermez.

Yant: E

RNEK : 12

Ankara'da yerel saat 12.00 iken stanbul veKars'n yerel saatleri srasyla katr?

A) 11.48 ve 12.44

B) 11.44 ve 12.48

C) 11.44 ve 12.44

D) 11.48 ve 12.49E) 12.16 ve 12.44

ZM:

Ankara ile Kars arasnda 44 33 = 11 lik boy-lam fark vardr. 4 dakika ile arptmzda 44 ya-par. Kars, Ankaraya gre daha douda olduun-dan yerel saati Ankaraya gre 44 ileridir.

Yani 12.00 + 00.44 = 12.44 tr.

Ayn ifllemleri Ankara stanbul iin yaparsak boy-lam fark: 33 29 = 4

Saat fark: 4 x 4 = 16 dakikadr.

stanbul Ankaraya gre batda olduundan saatigeridir.

12. 00 = 11.60 00.16 = 11. 44

Yant :C

RNEK : 13

30 Dou meridyenindeki A kentinde yerel sa-at 10.30 iken, 90 dou meridyenindeki B ken-tinde yerel saat katr?

ZM:

Boylam fark: 90 30 = 60

60 x 4 = 240 : 60= 4 saat

B kenti Aya gre daha douda olduundan saatiileridir.

10.30 + 04.00 = 14.30

Ann saati 10.30 iken B de yerel saat 14.30 dur.

b) ki yerin yerel saati verilmifl, boylam isteni-yorsa:

nce boylam verilen yer ile boylam istenilenyer arasndaki saat fark bulunur.

Sonra bulduumuz zaman fark 4 dakikayablnerek boylam fark bulunur.

Bulduumuz boylam fark verilen boylama ek-lenir veya karlr.

RNEK : 14

50 Bat boylamnda yerel saat 10.00 iken, ye-rel saatin 12.00 olduu bir yer hangi boylamdayer alr?

ZM:

Boylam istenilen yerin saati 50 bat boylamnagre ileri olduundan daha doudadr.

nce iki yer arasdaki yerel saat fark bulunur.12.00 10.00 = 2 saat

= 120

120 : 4 = 3050 30 = 2050 bat boylamndan 30 douya doru gidildi-inde 20 bat boylamna ulafllr.

50 Bat ?

Saat: 10.00

50

0

Saat: 12.00

202 saat = 30

0 30 Dou 90 Dou

Baflmeridyen

30

90

60

A kenti B kenti

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O @ K f O 2 @ 6 O 2 @ 6 K 6 K O @ K ? ? O @ K O 2@ @ @ 6 K ? e ? O 2 6 K O 2 @ 6 K O 2 6 K f ? O 2 @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ 6 K O 2 @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ 6 ? 2 6 ? 2 @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @@ ?

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