27 Ocak 2018 Cumartesi

ABD İSRAİL VE İNGİLTERENİN BAŞKAN ADAYI AÇIKLANDI - ARSLAN BULUT : ABDULLAH GÜL VE EXETER ÜNİVERSİTESİ

Malum Abdullah GÜL  Exeter üniversitesi yetiştirmesi.
Exeter Üniversitesi ise ülkemizde ve diğer Orta Doğu ülkelerinde orta üst düzey ajan politikacı, bürokrat yetiştirmesiyle nam salmış.
Haberde anlatılanlara şaşırmıyoruz.
Elbette gizli, gizemli bir haber kaynağı.
Ancak, anlatılanlar normaldir, hayatın olağan akışına uygundur.

Peki bütün bunlar neden oluyor, insan kaynaklarımızı üzerinde milli bir kontrole sahip değiliz de ondan.
Milli eğitimiz milli değil.
Haaa, milli lafından imam hatip eğitimini algılamayın.
O zaten milli değil, Arap vizyonudur.
Filistini, Yemen'i, Basra'yı vatan sayan, Türk'ü ve Türk askerini de Arap menfaatlerine sarf malzemesi olarak göre bir zihniyettir.

Devlet adamlarımızı, kritik mevkiler içi insanlarımızı hep yabancı burslar, yabancı üniversiteler üzerinden temin ediyoruz:
Milli olmayan budur.

Sürekli olarak Amerika ve Avrupa'dan ithal prensler, prenseslerle işleri götürmeye çalışıyoruz.
Neredeyse bütün partilerin üst yönetimlerinde tepeden inme prensler var.
Yerli kurumlar içerisinden kariyer yaparak tepeye ulaşabilen insanların önleri işte bunlar tarafından kesiliyor.
İç siyasetimiz de, bürokrasimiz de bu nedenle İngiliz, Amerikan vizyonu ile kurgulanıyor.

Oraj POYRAZ(0raj.p0yraz@neomailbox.net / oraj.poyraz@openmail.cc / oraj_poyraz@alpinaasia.com )
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ABD İSRAİL VE İNGİLTERENİN BAŞKAN ADAYI AÇIKLANDI

27 Aralık 2017

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Herkes cumhurbaşkanlığına kilitlenmiş durumda. Bütün hesaplar buna göre yapılıyor. Sade içeride değil dışarıda da durum aynı. ABD İngiltere İsrail üçlüsü de Cumhurbaşkanlığı seçimi için kolları sıvamış durumda. Yemek İngiltere'de pişiriliyor. Şu aralar Türkiye'de saha çalışması yapıyorlar. Kendilerine yakın birini seçtirmek için fazla mesaideler. Ankara ve İstanbul'da çok sayıda "dar toplantı" yapmışlar. Cumhurbaşkanlığı seçimi için karargah bile kurulmuş.

İNGİLTERE'N ADAYI

Geçen günlerde Ankara'da derin kulislere hakim bir tanıdığım aradı. "Yüz yüze konuşalım" dedi. Buluştuk. Sonra da "Şimdi sen benim anlatacaklarımı merak ediyorsun. Lafı fazla uzatmayayım" diyerek duyduklarını sıraladı: "İngiltere Cumhurbaşkanı adayını belirledi: Abdullah Gül! Amerika itiraz etmiş. 'Risk almaz cumhurbaşkanlığını tepside ister' demiş. İkna etmişler. Tereddüt gösterseler de tamam demişler. "

MUHALEFET İKNA EDİLDİ

"Gül'ü desteklemeleri için muhalefetle de temas kurulmuş. Bakmayın siz adaylıklarını açıklamalarına. CHP yönetimi de Meral Akşener'in kuracağı parti de Gül'e destek verecekmiş. İngilizlerle çalışan bir Amerikalı (Eskiden önemli görevlerde bulunmuş biri) CHP'lilerle de Akşener ekibi ile de görüşmüş. 2014 Cumhurbaşkanlığı seçiminde Ekmelettin İhsanoğlu ismini CHP ve MHP'ye kabul ettiren de onlardı. Şimdi yine sahnedeler. Bu kez işi sıkı tutuyorlar. Tabanlarını Gül'e 'Geçiş dönemi için mecburuz AKP'den oy koparmak lazım. Bunu da ancak Gül başarır' diye ikna edeceklermiş. "

EKİP TAMAM GİBİ

"Gül yalnız değil. Davutoğlu'nun adı da Gül'le anılıyor. Ekonomi önemli. Ekonominin başına da Ali Babacan düşünülüyormuş. Yani ABD'nin yedeklerine "kaptan" bulunmuş. "Gül CHP HDP Akşener'in partisi Davutoğlu Babacan … uyum içinde çalışırlar" görüşü hakim olmuş. "

ERDOĞAN'IN SAĞLIK SORUNU

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

"Türkiye'de faaliyet yürüten ekibin sık sık gündeme getirdiği konulardan biri de Erdoğan'ın sağlık durumu. Bu konu ekibi rahatlatmak için kullanılıyor. Erdoğan sonrasına hazırlık havası veriliyor. Özellikle AKP içinden taraftar koparmak için dillendiriliyor. "

ABDULLAH L'DEN İSTENENLER

"ABD İngiltere ve İsrail'in Gül'e desteği karşılıksız değil. İlk etapta beklentiler şunlarmış: Açılım sürecine dönülmesi. Tutuklu HDP'lilerin serbest bırakılması. Ermeni açılımının gerçekleştirilmesi. FETÖ soruşturmalarının makul noktada bitirilmesi. İhraç edilen kamu görevlilerinin iadesi. Kıbrıs'ta çözüme evet denilmesi. Astana sürecinin bitirilmesi Rusya İran Irak ve Suriye değil NATO ile birlikte hareket edilmesi …"

KILIÇDAROĞLU'NU BİLMİŞTİ

Bunları anlatan herhangi biri olsaydı ciddiye almazdım. Ama kaynağım beni hiç yanıltmadı. CHP'de Baykal'ın istifasından sonra ortaya çıkan krizin nasıl çözüleceğini de ondan öğrenmiştim. Kılıçdaroğlu "Aday değilim" açıklaması yaptığı saatlerde bana "O iş bitti. Dün gece Amerikalılarla anlaşıldı. CHP'nin başına Kılıçdaroğlu getiriliyor" demişti. Sonra başka ayrıntılar da vermişti. Söyledikleri neredeyse birebir gerçekleşmişti.

L'ÜN FAALİYETLERİ

Abdullah Gül'ün çalışmaları da dikkat çekiyor. Bir ayağı Londra'da bir ayağı petrol zengini körfez ülkelerinde. Emekli büyükelçiler işadamları eski bakan ve milletvekilleri gazeteciler… Şu anda tam mesai yaptıkları ifade ediliyor. Gül emekli ama devletin 17 aracı onun hizmetinde. Koruma Müdürü Osman Çangal da bunu doğruladı. Hatta yetmediğini söyledi. Fatih Altaylı'ya "Sayın Gül emekli değil. Çok aktif. Sürekli geziyoruz. Mesela şu an Urfa'dayız. Geçen ay içinde bir Londra iki de Arap ülkesi ziyaretimiz oldu. İstanbul'daki ofiste de çok yoğun bir programımız var" dedi. Bakalım önümüzdeki günler neler gösterecek. Rabbim sen Erdoğanı devirmek isteyen hainlerin planlarını boşa çıkar onları Zelil Eyle destek için Paylaşalım. .

http://www.makalearsiv.com/2017/12/27/abd-israil-ve-ingilterenin-baskan-adayi-aciklandi/


ARSLAN BULUT : ABDULLAH GÜL VE EXETER ÜNİVERSİTESİ



İngiltere de Exeter diye bir Üniversitesi varmış! Bu üniversitede İngiliz istihbarat ajanları eğitilirmiş!

AKP'nin Cumhurbaşkanı adayı Sayın Abdullah Gül'de Bu üniversitede 2 yıl eğitim görmüş…

Merkez bankası başkanı Sayın Durmuş Yılmaz'da aynı üniversiteden Sayın Abdullah Gül'ün okul arkadaşıymış.

Ne yani Sayın Abdullah gül İngiliz ajanımı diye sorarsanız.

Valla ben öyle bir şey demiyorum!

Diyemem de!!

Ama Avrupa basını neden bu kadar üstümüzde duruyor?

Çanakkale de ülkemizi işgal etmeye kalkan bir ülkede neden eğitim alınır?

Neden bu kadar İngiltere ABD bağımlısı bir toplum olduk?

Neden bu kadar dışa bağımlıyız?

Eğitiminde adı ne olursa olsun Türkiye cumhuriyetinde alınması gerektiğini düşünüyorum.

Yoksa çocuklarımızın eğitimcilerimize olan güveni kalır mı?

Hepimizde çok iyi biliyoruz ki sayın Abdullah Gül'le ilgili bu ya da buna benzer senaryolar hep yazılıp çizilecek.

İşte size aklınızı karıştıracak biraz da düşündürecek bir yazı.

Bu yazı senaryomu değimli yorumunu siz değerli okuyuculara bırakıyorum.

İngiltere'de bir Exeter Üniversitesi vardır. İngiliz Üniversiteleri arasında "Kürt Araştırmaları Enstitüsü" olan tek yüksek öğretim kurumudur. Exeter Üniversitesi'nde ayrıca Arap ve İslami Araştırmalar Enstitüsü de bulunuyor!

İngiliz istihbarat servislerinin yurt dışı görevlere gönderilecek ajanlarının önemli bir bölümü Exeter Üniversitesi'nde eğitim görür. Ayrıca Arap ve İslam Dünyası ile Kürtler hakkında uzmanlaşması gereken İngiliz ajanlar da bu üniversitenin hocaları tarafından eğitilir. Üniversite yayınlarında Irak'ın kuzeyinden "Irak Kürdistanı" diye söz edilir.

* * *

İngiliz istihbarat servisinin bir yan kuruluşu olan Green Peace (Yeşil Barış) örgütü de Exeter Üniversitesi tarafından kurulmuştur.

Exeter Üniversitesi'nden mezun olan veya doktorasını burada yapan kişileri daha sonra özellikle İslam ülkelerinde önemli ekonomik ve siyasi kuruluşların başında veya devlet görevlerinde görmek mümkündür. Mesela İslam Kalkınma Bankası'nın bütün önemli yöneticileri Exeter Üniversitesi'nde yüksek lisans veya doktora yapmıştır! Tabii buraya gönderilecek öğrencileri de kendi ülkelerindeki "İslami kuruluşlar" seçer!

İngiliz tarihinde kullanılan işkence aletlerinden biri "Exeter Dükünün Kızı" olarak anılır.

* * *

İstanbul Milletvekili Nevzat Yalçıntaş seneler önce İngiliz Dışişleri Bakanlığı'nın kendisini Londra'ya ve güneye Exeter Şatosuna davet ettiğini burada medyanın demokrasiyi tahrip etmesi üzerine bir beyin fırtınasına katıldığını bir Meclis konuşmasında açıklamıştır.

Dışişleri Bakanı Abdullah Gül Exeter Üniversitesi'nde iki yıl eğitim-öğretim görmüştür. Merkez Bankası Başkanı Durmuş Yılmaz da Abdullah Gül'ün bu üniversitedeki sınıf arkadaşıdır!

Abdullah Gül Prof. Dr. Nevzat Yalçıntaş ve Prof. Sebahattin Zaim gibi hocalarının teşviki ve sağladıkları Milli Kültür Vakfı bursu ile 19761978 yıllarında Fehmi Koru ve Şükrü Karatepe ile birlikte İngiltere'ye gönderilmiştir.

Gül burada İslam ülkelerinde ileride görev alacak olan doktora öğrencileri ile sıkı bir arkadaşlık kurmuştur. Dönüşte Sebahattin Zaim'in daveti ile Sakarya Üniversitesi'nde görev almıştır. Doktara tezi "Türkiye ile İslam Ülkeleri Arasındaki Ekonomik İlişkilerin Gelişimi" başlığını taşır. Tez hocası ise Prof. Dr. Nevzat Yalçıntaş'tır!

Abdullah Gül 12 Eylül'den birkaç gün sonra evinden alıp götürülür ve İstanbul'da Metris Askeri Cezaevine kapatılır!

Çıktıktan bir süre sonra 48 İslam ülkesinin üye olduğu İslam Kalkınma Bankası'nda diğer Exeter mezunu arkadaşları ile birlikte ekonomi uzmanı olarak görev alır.

* * *

İslam Konferansı Örgütü Genel Sekreteri Ekmeleddin İhsanoğu Exeter Üniversitesi'nde doktora sonrası çalışmalar yapmıştır. Harry Potter serisinin yazarı Joanne Rowling Exeter Üniversitesi'nde Fransızca ve klasik edebiyatlar okumuştur!

Nüfus ve Vatandaşlık İşleri Genel Müdür Yardımcısı Mustafa Tutulmaz Exeter Üniversitesi'nde kamu yönetimi yüksek lisansı yapmıştır.

Exeter Üniversitesi'nden Prof. Dr. Ian Markham'ın "Said Nursî'nin başarısı: Hakikat ve hoşgörü" başlıklı bir makalesi vardır! Yani bu üniversite "dinlerarası diyalog" un kurgulanmasında da vardır. Markham Exeter'de ilahiyat dalında öğretim görevlisidir.

* * *

İçişleri Bakanlığı birçok kaymakam adayını Milli Güvenlik Akademisi eğitiminden sonra Exeter Üniversitesi'ne göndermiş ve burada dil eğitimi almasını sağlamıştır. Halen Türkiye'de özellikle Güneydoğu ilçelerinde görev yapan birçok kaymakam ve vali yardımcısı Exeter'de doktora yapmıştır! Yüksek yargı organlarından da tetkik hakimleri Exeter Üniversitesinde yüksek lisans eğitimine gönderilmektedir!

Bilgilerinize sunulur!

19.04.2007 Arslan BULUT

Resim: www.milliyet.com.tr

http://blog.milliyet.com.tr/abdullah-gul-ve-exeter-universitesi/Blog/?BlogNo=37329



a45UyF587661-180127105803 Oraj Poyraz At Alpinaasia oraj_poyraz@alpinaasia.com
2018/01/27  12:47 2  65  AtaturkMilliyetcileri@googlegroups.com

 

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Eger erkegin tepesinden tirnagina kadar cerahat aksa, kadin da bunlari agzi ile temizlese, yine de erkegin hakkini odemis olmaz.

Ibn-i Hacer el Heytemi 2/121

DOGA YASALARI UZERINE DUSUNCELER -8-

Galaksilerin, uzayin devasa dunyalarindan cikip miniklerin dunyasina indigimizde ise, alistigimiz sagduyuyu paramparca eden gercekliklerle karsilasmaya baslariz. Sanki partikullerin; atomlarin ve atomdan kucuk parcaciklarin dunyasi, bambaska yasalarla yonetiliyor gibidir ve bu konuda cesitli yorumlar yapilmistir. Mesela kuantum teorisinin Kopenhag yorumu, multi-universe cogul dunyalar yorumu gibi.

Kuantum teorisine dalmadan once isigin hareketleri ve atomlar hakkindaki bilgilerin biraz tazelenmesi gerekir. Bu yuzden, kuantum kuramini cok iyi izah eden bir baska kitaptan da alintilar yapacagim. John Gribbin: Schrondinger in Kedisinin Pesinde.

Isigin davranis biciminin ne oldugu sorusu fizikcilerin hep ilgisini cekmistir. Kutlecekim yasalarini gelistiren Newton da bir prizma ile isigin olusturan tum renklerin spektrumunu incelemekteydi. Varsayimina gore, i$ik kucuk parcaciklar halinde eter denilen bir ortam icinde yayilmaktaydi. Tipki bir bilardo masasindaki onlarca topun ordan oraya carparak dolasmalari gibi. Diger yandan Hollandali fizikci Christiaan Huygens in farkli bir kurami vardi. Huygens e gore ise, i$ik parcacik olarak degil, bir dalga seklinde hareket etmekteydi. Bunu da bir golun yuzeyinde hareket eden dalgaya benzetebiliriz. Ister parcacik olarak davransin, ister dalgacik olarak, i$ik luminiferous ether icinde yayilmaktaydi.

Bilimcilerin ortak gorusu isigin parcacik olarak davrandigi yonundeydi ve isin acikcasi hic kimse Newton gibi bir devin karsisina cikmaya cesaret edemiyordu. Ayrica isigin parcacik gibi davrandigini gosteren bulgular da vardi. Mesela, i$ik puruzsuz bir kenardan gecerken keskin kenarli bir golge olusturuyordu; bu ise duz bir dogrultuda ilerleyen parcacik akisinin davranisiydi. Bugun bildigimizin aksine, isigin havadan daha yogun bir ortamda daha hizli ilerledigi zannedilmekteydi; ornegin suyun icinde.

18. yuzyilda iki ayri fizikci Ingiliz Thomas Young ve Fransiz Augustin Fresnel isigin nasil davrandigini anlamak icin deneyler yaptilar. Alintiliyorum:

Thomas Young un deneyi

Young, ortasinda iki dar yarik olan i$ik gecirmez bir perdeye i$ik tuttu. Perdenin arkasinda bu iki yariktan gecen i$ik yayilip bir birbirleri ile bir girisim yapti ve bir desen olusturdu. Eger, i$ik su dalgalari gibi yayiliyorsa perdenin arkasinda her bir yariktan gelen yapici ve yikici dalgalarin sebep oldugu, bir acik bir koyu sekilde devam eden bir girisim oruntusu olusmasi gerekiyordu. Young yariklarin arkasina beyaz bir perde koyunca tam da bunu buldu: bir acik bir koyu seritler halinde bezenmis bir perde.

Belli bir fizik yasasini takip eden sekil veya sayi dizilerine oruntu denir ve seylerin nasil davrandigini anlamamizda iyi bir yontemdir. Mesela bir lavabonun icine bosalttiginiz suyun, egime uyarak burgac seklini almasi bir oruntudur. Diyelim ki lavabo gorunmez olsa, siz dalganin sekline bakarak suyun ne tur bir ortamda hareket ettigini tahmin edebilirsiniz. Isigin yolu uzerine cesitli engeller koyarak, ortaya cikan desenleri, oruntuleri incelemek, isigin dogasinin anlasilmasinda cok yardimci olmustur.

Isigin su dalgasi gibi yayilmasi basit bir fikirdir. Dalgalar carpistiklarinda tepe yukseklikleri esit olanlar birbirlerini yok ederler. Carpisma acilarina gore cesitli oruntuler olustururlar.

Young un deneyi fazla ses getirmedi. Bir kac yil sonra, Augustin Fresnel konuyu yeniden ele aldi ve isigin tum hareketlerini dalga olarak aciklayan daha olgun bir calisma yapti. Bu calisma, isigin bir yag tabakasina vurdugunda nasil farkli renkler olusturdugunu da aciklamaktaydi. Bir dalga gibi gelen i$ik, yag icindeki yogun ortama daldiginda kirilmalara ugruyor ve beyaz isigin yag tabakasindaki yansimasi bir renk kumesi, yani bir renk oruntusu olusturuyordu. Yine de hic kimse bu dalgalanan seyin neye benzedigini tam olarak kestiremiyordu.

James Clark Maxwell (1831-1879)

Iste o siralarda buyuk Iskoc fizikci ve matematikci James Clark Maxwell imdada yetisti. Maxwell elektrik ve manyetizma arasindaki iliskileri inceliyordu. Elektrik ve manyetizmanin birbirleri ile yakin iliskisi oldugunu aciklayan ve kendi adi ile anilan denklemleri gelistirdi. 1864 yilinda, Elektromanyetik Alanin Dinamik Teorisi (A Dynamical Theory Of The Electromagnetic Field) isimli calismasini yayinladi. Elektrik ve manyetik alanlarin uzayda dalga formunda ve sabit i$ik hizinda ilerledigini bulmustu. Boylece elektrik kuvveti ile manyetik kuvvet birlestirilerek elektromanyetizma modeli olusturuldu. Optik uzerine de calismalar yapan Maxwell, isigin da tipki elektromanyetik kuvvet gibi dalga hareketi yaptigini calismalari ile destekledi. 1887 yilinda ise, Heinrich Hertz radyo dalgalari seklinde elektromanyetik sinyal gonderip geri almayi basardi. Boyle TV nin icadindan once senelerce insanlari oyalayan radyonun yolu acilmisti.

Senelerce elektronik sektorunden ekmek yiyen bir insan olarak, konu James Clark Maxwell e geldiginde, biraz duygusal davranmama izin verin. Cunku Maxwell in calismalarina yol veren bir buyuk ustayi anmazsam, ona haksizlik etmis olacagimi hissediyorum. Bir universite tahsili bile olmayan bu buyuk usta Michael Faraday dir. (1791-1867) Bu dev adam tek basina elektromanyetizma kuramlarina giden yolu acmistir. Fakat saglam bir matematik alt yapisi olmadigi icin genelde calismalarini deneysel olarak surdurmustur. Maxwell ise onun calismalarini ele alip matematiksel bir zemine oturtmustur. Michael Faraday icin zamaninda ufak bir yazi hazirlamistim. Dileyenler burdan erisebilirler:

https://leventerturk1961.wordpress.com/2014/11/10/bay-faraday/

***

Artik hic kimsenin, isigin dalga seklinde ilerlediginden suphesi yoktu. I$ik kurami tamamlanmis gibiydi. Fakat, her nasilsa gozden kacan veya hak ettigi ilgiyi gormeyen bir fenomen vardi. Bu yapilan calismalar bildigimiz Gunes isigi uzerineydi. Oysa isigin bir baska turu daha vardi. Isitililan cisimlerin yaydigi isigin davranislari. Bu davranis biciminde ise i$ik, birbirinden cok sert bicimde ayrilan renk tayflari olusturuyordu. Bunlar bir gokkusaginin renk dagilim mantigina pek benzemiyordu; yani bir renkten obur renge yavas bir gecis yoktu. Tersine, renk tayflari, aralarinda bir bosluk olusturarak keskin bir bicimde birbirlerinden ayriliyorlardi. Bu fenomen incelenmedi; ta ki Albert Einstein konuyu yeniden ele alana kadar. Yaygin olan kanaatin aksine Einstein, yeniden isigi bir parcacik olarak dusunmeye basladi ve yolun sonunda dalgacik/parcacik ikilemine varildi. Ama bu yola dusmeden once, atomlarin dunyasina girmekte fayda var. Cunku, i$ik uzerine yapilan calismalarla, atom uzerine yapilan calismalar birbirinden ayrilamazlar.

Binlerce yil once, Abderali Demokritos her seyin temeline atom fikrini oturtmustu. Atomlar, herbiri kendine has formlari olan en kucuk, bolunemeyen parcaciklar olarak dusunuluyordu ve bunlar kendi aralarinda birleserek bildigimiz maddeyi olusturuyordu. Kaya atomlari, su atomlari, insan atomlari gibi parcaciklar olduguna inaniliyordu. Aslinda pek de yanlis bir dusunce sayilmazdi bu. Artik kedi atomu, seker atomu gibi seylerin olmadigini biliyoruz ama atomun ic yapisindaki farkliliklarin degi$ik elementleri dogurdugu cok iyi bilinmekte ... Samoslu Epikuros ile Romali Lucretius da atom fikrini desteklediler. Demokritos soyle yazmisti: Var olan tek sey atomlar ve bosluktur, gerisi insanlarin kanaatinden ibarettir. Bunlar gercekten de kendi donemlerine gore olaganustu dusuncelerdi. Fakat Aristotales in mistik goruslerinin hakim olmasi ile atom dusuncesi unutuldu gitti ve yuzyillarca doganin temel elementlerinin ates, hava, toprak ve su olduguna inanildi.

Atomun, bir gunes sistemi gibi dusunuldugu model, kolaylikla kavranabilse de cok yanilticidir.

Atom denince akliniza ilk olarak ne gelir ? Herhalde sokaga cikip insanlarla soylesi yapsak, buyuk bir cogunluk atomlari bir tur gezegen sistemi gibi anlatacaktir. Merkezde bir cekirdek ve onun etrafinda vizir vizir donen elektronlar. Aslinda bu, fizikci Niels Bohr un atom modelidir ve sadece zihinlerde bir fikir olusturulmasi icin tasarlanmistir. Bilinen en iyi model ise, 1 numarali sirada yer alan Hidrojen elementinin atomudur. Merkezde bir protondan olusan bir cekirdek ve bir elektron. Bu sadece Hidrojenin izotoplarindan biridir ama genelde bu sekilde taninir. Pratik ve gozde canlandirilmasi uygun bir modeldir ama kafalari hep bu goruntuye sapladigi icin olumsuz etkileri de ortaya cikmistir.

Yakla$ik 1900 lu yillara kadar cesitli atom modelleri gelistirildi. Bunlarin hepsinin tarihcesine deginemem ve zaten gerekli degil. Neticede bunlarin hepsinin dogruluk paylari olmakla birlikte atom gercekligini ancak sinirli olarak aciklayan modellerdi.

Rutherford atom modeli de yine gezegen sistemini esas alir. Cekirdekteki protonlar + elektrik yukludur, notronlar yuksuzdur. Elektronlar ise - yukludurler.

1911 de Yeni Zelandali-Ingiliz nukleer fizikci Ernest Rutherford kolay kavranan bir atom modeli onerdi. Atomun kucuk bir merkezi olmasi gerekiyordu ve buna cekirdek adi verildi. Cekirdekte pozitif elektrik yuklu protonlar bulunurken, cekirdek etrafinda donen elektronlar negatif elektrik yukluydu. Eger protonlarin ve elektronlarin sayisi, yani elektriksel degerleri, birbine esit ise bu atom yuksuz olarak kabul ediliyordu; ama eger bu sayilar birbirine esit degilse bu parcacik iyon olarak adlandirilmisti. Iyonlar cok kararsiz yapiya sahiptiler ve yuksek elektrik yuklerinden kurtulmak icin baska iyon ve atomlarla iliskiye girerler. Daha sonra ise, atom cekirdeginin buyuklugunun atomun buyuklugunun yuzbinde biri kadar oldugu anlasildi. Yani atomun ici buyuk oranda bosluktan olusmaktaydi. Bir futbol sahasina minik bir igne sapladiginizi dusunun, sonra on metre ileriye toz zerrecikleri serpistirin. Igne basi cekirdege denk gelirken, on metre ilerdeki toz parcalari elektronlar olarak dusunulebilir. Iste arada buna benzer bir bosluk bulunmaktadir.

Fakat ortada ciddi bir sorun vardi. Cekirdegin etrafindaki elektronlar neden cekirdegin uzerine dusmuyordu? Akla gelen ilk model gezegen modeliydi. Elektronlarin da cekirdek etrafinda bir yorungeye uyarak dondukleri dusunuldu. Fakat donen elektronlar enerji kaybedince bir sarmal cizerek cekirdege dogru gitmeleri gerekirdi, bu ise zincirleme bir patlama ile sonuclanacakti. Neden boyle olmuyordu? Gunes sistemi modeli belki pratik bir modeldi ama ise yaramiyordu. Cunku, gezegen modellerinde gezegenler belli hizla kendi yorungelerinde donerken diger gezegenler ile iliskiye gecmiyorlardi. Evet, aralarinda kutle cekim etkisi vardi ama, mesela uydularini degis tokus etmiyorlardi. Oysa atomlar ve elektronlar surekli iliski halindeydiler ve onlarin bir enerji kaybetmeden yorungede nasil kaldiklarini aciklayacak baska bir model lazimdi. Artik kuantum enerji paketcikleri kuraminin yolu acilmaya basliyordu. Enerji paketciklerinin ne oldugunu daha iyi anlayabilmek icin, gundelik hayatimizdan pratik bir benzetme yapilabilir.

Bankada 128 liraniz oldugunu ve bunu bir ATM makinesinden cekmeye calistiginizi dusunun. ATM makinesi size en az para degeri olarak, tek seferde, 10 TL verebiliyorsa, bu durumda en fazla 120 TL cekebilirsiniz. (100 luk, 50 lik, 20 lik, 10 luk banknotlarin makineye ek$iksiz yerlestirildigini farzediyoruz.) Teorik olarak, 128 liraniz hala sizindir ama ATM makinesinin tasarimindan oturu 8 TL bankada kalacaktir. Bu 8 TL yi almanin tek yolu, uzerine 2 TL daha eklemek ve 10 TL lik bir paket olarak cekmektir. Bu mantigi anlamak cok onemlidir, cunku kuantum enerji paketcikleri asagi yukari bu sekilde davranirlar. Kla$ik fizigin davranis kuraminda, parcaciklar tek baslarina belli yasalara uyarak hareket ederlerken, kuantum mekaniginde bazi parcaciklar ancak diger parcaciklarla birleserek, ortaklasa hareket edebilirler. Onlari bu birliktelikten ayri olarak dusunurseniz davranislarini anlayamazsiniz.

Kuantum atom modelinde yorunge yerine enerji seviyesi kavrami tercih edilir. Elektronlar belli enerji seviyelerinde bir konumdan digerine sicrama yaparlar.

Fakat enerji paketciklerinin davranislari bununla sinirli degildir. Onlar ayni zamanda belli enerji seviyelerine ulastiklarinda bir durumdan diger bir duruma sicrama yaparlar. Yine gezegen ornegine geri donersek. Diyelim ki Dunya ve Mars gezegenleri kendi yorungelerinde guzelce donerlerken, Dunya gezegeni Mars in yorungesine oturmaya karar veriyor. Bu yapmak icin Mars yorungesine dogru bir egri cizmesi gerekmektedir. Bir anda ortadan yok olup, sonra Mars yorungesine yerlesemez. Oysa elektronlar, kuantum sicramasi denilen bir olayla, tam olarak bunu yaparlar. Bunun sebeplerinden biri, elektronlarin ancak belli degerlere sahip enerji paketcikleri, enerji seviyeleri tasimalaridir. Daha az veya daha fazla enerjiye sahip olabilirler, ama ancak belli enerji seviyelerinde paket halinde, yorungeler (veya konumlar) arasinda sicrama yaparlar.

Dolayisi ile, artik atom davranis bicimini, gezegen davranis bicimi gibi dusunmenin bir anlami yoktur. Bohr atom modeli okul kitaplarina, populer bilim kitaplarina fazlasi ile girmistir ama cok yanilticidir. Cok detaylara girmeden, atom yapisini kisaca toparlamak gerekirse, Schrodinger in Kedisinin Pesinde kitabindan ufak bir alinti yapiyorum.

Merkezdeki minik bir cekirdegin etrafi elektron bulutuyla cevrilidir. Elektronlar ari gibi cekirdegin etrafinda vizildayip dururlar. Once cekirdegin sadece protonlardan olustugu saniliyordu. Her birinde eletronun negatif yukuyle ayni buyuklukte pozitif yuk vardi; boylece esit sayidaki proton ve elektron her atomu elektriksel olarak yuksuz yapiyordu. Daha sonra protona cok benzeyen ama elektrik yuku olmayan bir atom parcacigi bulundu. Bu da notrondur. Hidrojenin en basit hali (bir proton ve bir elektrondan olusan izotopu) haric butun atomlarda cekirdekte protonlar gibi notronlar da vardir. Fakat yuksuz atomlarda gercekten de elektron sayisi kadar proton vardir. Cekirdekteki proton sayisi, atomun hangi elementin atomu oldugunu belirler. (Elementler ayni cins atomlardan olusan ve kimyasal yollarla kendilerinden daha farkli maddelere ayrilamayan saf maddelere verilen isimdir. Hidrojen, Helyum, Azot, Flor, Oksijen, Sodyum gibi). Cekirdegin etrafindaki buluttaki elektron sayisi (proton sayisiyla aynidir) o atomun ve elementin kimyasal ozelligini belirler. Fakat birbirleriyle ayni sayida proton ve elektrona sahip bazi atomlarin farkli sayida notronlari olabileceginden kimyasal elementler izotop denilen farkli turlerde bulunurlar. (Ornegin, en basit element olan hidrojenin dogal uc izotopu bulunur: 1H, 2H ve 3H. Iki tanesi ise laboratuvar ortaminda yapay olarak sentezlenmistir: 4H ve 7H) Izotop kelimesi Yunanca ayni yer anlamina gelir. Zira izotoplari farkli olan elementler periyodik kimyasal cetvelde ayni yerde gosterilirler.

Yeni atom modellerinde, yorungeler yerine, belli bir enerji seviyesindeki elektron bulutlari fikri vardir. (Sagdaki sekil) Elektrostatik karsitliklar elektronlari cekirdege dogru cekerken, elektrostatik denklige sahip elektronlar ayri paketcikler halinde cekirdek etrafinda yer alirlar.

Bu sekilde, fiziksel yasalardan yola cikarak kimya biliminin de dogasinin aciklanmasi icin uygun bir yol acilmisti. Atomlar birbirleri ile nasil tepkimeye girip molekulleri olusturuyordu? Mesela, karbon neden dort hidrojen atomuyla birleserek metan molekulu olusturuyordu? Buna cevap basit bir kabuk modelinden geldi. Kabuk modelinde elektronlar belli sayidaki paketcikler halinde yer alirlar. Bu enerji seviyelerine kabuk adi verilir ve hepsinin belli matematiksel degerleri vardir. Kuantum kurali en alt basamakta, yani cekirdege en yakin olan enerji seviyesinde 2 elektrona izin verir. Eger atomda bundan fazla elektron varsa, artik elektronlar bir ust enerji seviyesine yerlesirler. (ATM makinesinde 10 luk, 20 lik, 50 lik vs banknotlar olmasi gibi.) Atomlar enerji seviyelerini kararli bir yapiya getirmek icin birbirleri ile elektron aliverisinde bulunurlar ve boylece ortaya farkli molekuller cikar. Mesela 1 proton, 1 elektron ve 0 notron bulunan Hidrojen, en alt enerji seviyesinde 2 elektrona kavusmak icin farkli atomlarla tepkimeye girer. Bilinen en guzel molekul konfigurasyonlarindan biri Metan molekuludur.

Bir karbon (C) atomu dort hidrojen atomuyla oyle birlesir ki, her bir hidrojen (H) atomunda iki elektron varmis gibi olur ve her bir karbon atomu da ikinci kabukta, yani enerji seviyesinde sekiz elektrona sahip olur. Boylece metan molekulu olusturulur. Karbon, yasamin olusmasinda son derece onem tasiyan bir elementtir. Pek cok farkli elementle birlesebilir ve canli hucrelerin yapitaslari olarak buyuk gorevler ustlenirler.

Kimya apayri bir bilim. Tum bu anlatilanlarda onemli olan nokta, bazi atomlarin ve atom alti parcaciklarin ancak belli enerji seviyelerinde sicrama yaptiklarinin anlasilmasi. Ayni sekilde, bazi parcaciklar ise ancak baska parcaciklar ile bir bag kurduklarinda anlam kazanirlar ve davranislari anlasilabilir. Onlari tek baslarina ele alamayiz; bu gercegin kabul edilmesi, kuantum kuraminin bir parca olsun anlasilmasinda buyuk onem tasir.

Artik, kuantum kuraminin bagrinda yer alan cift yarik deneyine deginmenin zamani geldi. Ama once, su ana kadar buldugumuz, doganin 4 temel kuvvetini animsatmak isterim. Dr Stephen Hawking in kitabindan alintiliyorum.

Doganin bilinen kuvvetleri 4 sinifa ayrilir.

Kutle cekim kuvveti: Dort kuvvet arasinda en zayif olanidir ama uzun menzilli bir kuvvetir ve cekim kuvveti olarak evrendeki her seyi etkiler. Buyuk kuvvetlerin cekim kuvvetleri birbirine eklenir ve diger tum kuvvetlere hukmedebilir.

Elektromanyetizma: Bu da uzun menzilli bir kuvvettir ve kutle cekim kuvvetinden cok daha gucludur. Ancak sadece elektrik yuku olan parcaciklari etkiler. Ayni isareti tasiyan yukler arasinda itme, farkli isaretleri tasiyan yukler arasinda cekim etkisi yaratir. Yani buyuk cisimler arasindaki elektrik kuvvetleri birbirlerini ortadan kaldirir ama atom ve molekuller seviyesinde hukum suren onlardir. Elektromanyetik kuvvetler butun kimyanin ve biyolojinin sorumlusudur.

Zayif nukleer kuvvet: Radyoaktif etkiye neden olur. Evrenin erken donemindeki ve yildizlardaki elementlerin olusmasinda hayati bir gorevi vardir. Ancak gunluk yasantimizda bu kuvvetle karsilasmayiz.

Guclu nukleer kuvvet: Atomun cekirdegindeki protonlari ve notronlari birarada tutar. Ayrica protonlarin ve notronlarin kendilerini de birarada tutar. Bu cok onemlidir; cunku proton ve notronlar da kuark adini verdigimiz cok daha kucuk parcaciklardan olusmaktadir. Guclu nukleer kuvvet Gunes ve nukleer guc icin enerji kaynagidir ama onunla da gunluk hayatta dogrudan bir iliskimiz bulunmaz.

Yukardaki maddelerde belirtilen gucler bir tablo olarak su sekilde gosterilebilir.

kuvvet-tablosu

Bu arada, yeri gelmisken belirteyim, -bence- astrologlarin gezegenler hakkindaki kehanetlerine inanmayin derim. Yok, Jupiter in sizin uzerinizdeki sans etkisi soyle olmus, yukselen burcunuz falanca burcmus gibi aciklamalar, belki kulaga hos gelebilir ama bunlarin pek bir degeri yoktur. Gercekte ise, kutle cekim kuvveti Newton un:

F= G(m1.m2/r kare)

formulu ile ele alinir. Bu formulde;

F= Iki kutle arasindaki cekim kuvvetinin buyuklugu

G= Evrensel cekim sabiti

m1= Birinci kutlenin buyuklugu

m2= Ikinci kutlenin buyuklugu

r= Iki kutle arasindaki mesafedir.

Newton un sozleri ile ifade etmek gerekirse: Her bir noktasal kutle diger noktasal kutleyi, ikisini birlestiren bir cizgi dogrultusundaki kuvvet ile ceker. Bu kuvvet bu iki kuvvetin carpimi ile dogru orantili, aralarindaki mesafenin karesi ile ters orantilidir.

Yani, pratikte, evinizdeki masanin sizin uzerinizdeki genel etkisi, mesafe yuzunden, Merkur gezegeninin etkisinden daha fazladir. Ama yine de birileri, bir turlu aciklanamayan esrarengiz etkilerle, Merkur un kendilerine ask, saglik, para gonderecegini dusunuyorsa, elbette keyifleri bilir.

-devam edecek-

Levent ERTURK

LEVENTERTURK1961

https://leventerturk1961.wordpress.com/


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