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yaklaşacak yöndedir ve bir noktadaki artı yüküne etki eden kuvvete elektrik alanı denir (E), birimi Newton/klon volt/metredir."]},"beginTime":233,"endTime":277,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=233&ask_summarization=1"},{"index":3,"title":"Elektriksel Kuvvet ve Alan İlişkisi","list":{"type":"unordered","items":["Elektriksel alan E = F/q formülüyle ifade edilir.","Elektriksel kuvvet F = q × E veya F = q × V/d formülüyle hesaplanır.","Formülde d, levhalar arasındaki uzaklık (metre), q taneciğin yükü (klon) ve V levhalar arasındaki potansiyel fark (volt) olarak verilir."]},"beginTime":277,"endTime":315,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=277&ask_summarization=1"},{"index":4,"title":"Yüklü Parçacıkların Hızı ve İvme","list":{"type":"unordered","items":["İlk hızı sıfır olan m kütleli bir taneciğin hızı v = √(2qV/m) formülüyle hesaplanır.","İlk hız sıfırdan farklı ise v = √(2qV/m + v₀²) formülü kullanılır.","Taneciğin son hızı, ilk hızına, taneciğin yüküne, kütlesine ve iki nokta arasındaki potansiyel farkına bağlıdır, ancak d uzaklığına bağlı değildir."]},"beginTime":315,"endTime":575,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=315&ask_summarization=1"},{"index":5,"title":"Yüklü Parçacığın Hareket Yörüngesi","list":{"type":"unordered","items":["Tanecik hareketinin ivmesi a = qE/m veya a = qV/(m×d) formülüyle bulunur.","İki farklı durumda olan levha sistemleri vardır: birincisi taneciyi hızlandırmak için, ikincisi ise taneciğin doğrultusunu değiştirmesi için kullanılır.","İkinci levha sistemi saptırıcı levhalar olarak adlandırılır ve burada yatay atış hareketi yapılarak taneciklerin yörüngesi belirlenir."]},"beginTime":575,"endTime":703,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=575&ask_summarization=1"},{"index":6,"title":"Yatay Atış Hareketi ve Elektriksel Kuvvet","list":{"type":"unordered","items":["Yatay atış hareketinde hızın değişmemesi için doğrultusunda kuvvet etkisi olması gerekir, herhangi bir etki olmadığından yatay hızda değişme olmaz.","Elektriksel kuvvet aşağıya doğru çektiği için düşeyde etki eden bir kuvvet var ve bu kuvvetin etkisiyle parçacık doğrultu değiştirecek ve belirli bir yörünge izleyecektir.","Yörüngeye teğet olacak şekilde bileşke hızı çizildiğinde, teta açısı olarak adlandırılır."]},"beginTime":716,"endTime":774,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=716&ask_summarization=1"},{"index":7,"title":"Yörüngenin Özellikleri ve Hareket İvmesi","list":{"type":"unordered","items":["Bir hareketlinin ardışık konumlarını birleştiren doğru veya eğriye yörünge denir ve yörüngenin şekline hareketli etki eden net kuvvet belirler.","L uzunluğunda paralel iki levha arasına sıfır hızla fırlatılan bir tanecik, düşey doğrultuda bir kuvvet etkisi alarak eğrisel bir yörünge çizip levhalar arasından çıkar.","Taneciğin kazandığı düşey hız (vg) formülü: vg = q × Vs / d × m × t veya vg = q × Vs / d × m × L/v'dir."]},"beginTime":774,"endTime":842,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=774&ask_summarization=1"},{"index":8,"title":"Elektriksel Kuvvet ve Hareket İvmesi","list":{"type":"unordered","items":["Elektriksel kuvvet (F) formülü: F = q × E'dir ve taneciğe etki eden kuvvet taneciğin yükü ile doğru orantılı, saptırıcı gerilime doğru orantılı, saptırıcı levhalar arasındaki uzaklıkta ters orantılıdır.","Taneciğin hareket ivmesi formülü: a = q × Vs / d × m'dir ve ivme taneciğin yükü ile doğru orantılı, taneciğin kütlesi ile ters orantılı, saptırıcı levhalar arasındaki gerilimle doğru orantılıdır.","Düşey sapma miktarı (y) formülü: y = 1/2 × (q × Vs / d × m × L² / v²) şeklindedir."]},"beginTime":842,"endTime":945,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=842&ask_summarization=1"},{"index":9,"title":"Düşey Sapma Miktarını Artırmak","list":{"type":"unordered","items":["Düşey sapma miktarını artırmak için tanecik levhalar arasından çıkarken kazandığı düşey hız ve düşey saptırma miktarını artırmak için yük artırılmalıdır.","Saptırıcı gerilim artırılmalı, levhaların uzunluğu artırılmalı, levhalar arası uzaklık azaltılmalı, kütlesi azaltılmalı ve sıfır hızı azaltılmalıdır.","Hızlandırıcı gerilim azalırsa hız azalır ve tanecik ekrana çarpıyorsa ekranın uzaklaşması sapmayı artırır."]},"beginTime":945,"endTime":982,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=945&ask_summarization=1"},{"index":10,"title":"Yüklü Taneciklerin Magnetik Alanda Hareketi","list":{"type":"unordered","items":["Yüklü bir taneciğe magnetik alanda bir kuvvet etki etmesi için taneciğin hareketli olması gerekir, durgunsa magnetik alan tarafından kuvvet etki etmez.","Magnetik kuvvet formülü: F = B × q × v'dir ve açı varsa formül: F = B × q × v × sin(alfa) şeklindedir.","Sağ el kuralı uygulandığında, başparmak yükün hareket yönünü, açılan dört parmak magnetik alan yönünü, avuç içinden çıkan vektör magnetik kuvvet yönünü gösterir."]},"beginTime":982,"endTime":1118,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=982&ask_summarization=1"},{"index":11,"title":"Dairesel Yörüngede Hareket","list":{"type":"unordered","items":["Magnetik alan taneciğin hareket doğrultusuna dik ise magnetik kuvvet F = B × q × v'dir ve tanecik dönme hareketi yapar.","Merkezcil kuvvet magnetik kuvvete eşit olduğunda (F_magnetik = F_merkezcil), r = m × v / (B × q) formülü ile dairesel yörüngenin yarıçapı hesaplanır.","Yüklü parçacık magnetik alana girdiğinde doğrultusunda sapma olabilir veya direkt hareket edebilir."]},"beginTime":1118,"endTime":1244,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=1118&ask_summarization=1"},{"index":12,"title":"Elektrik ve Magnetik Alanın Etkisi","list":{"type":"unordered","items":["Hem elektrik alan hem de magnetik alan varsa, parçacık doğrultusunda sapma olmadan hareket edebilir.","Elektriksel kuvvet aşağı yönlüyken, sapmasını istemiyorsak magnetik kuvvet yukarı yönlü olmalıdır.","Eşit kuvvetler durumunda E = B × v bağıntısı elde edilir ve magnetik alan ile hız ilişkisi elektrik alanına hız ilişkisiyle ilişkilidir."]},"beginTime":1244,"endTime":1399,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=1244&ask_summarization=1"},{"index":13,"title":"Elektriksel Potansiyel Farkı ve Hız İlişkisi","list":{"type":"unordered","items":["v hızının hesaplanması için karekök içerisinde 2q/Q0 kare ifadesi kullanılır.","Hızın değeri d (levhalar arasındaki mesafe) değerine bağlı değildir.","O-O' uzunluğunun küçülmesi için taneciklerin v hızını artırmak gerekir."]},"beginTime":1420,"endTime":1544,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=1420&ask_summarization=1"},{"index":14,"title":"Elektriksel Kuvvet ve Hız İlişkisi","list":{"type":"unordered","items":["Birbirine paralel levhalar arasındaki yüklü parçacığın limit hızı, yüklenme durumuna göre değişir.","İlk durumda parçacık sadece mg kuvvetiyle v hızı kazanırken, ikinci durumda potansiyel farkı uygulandığında hız 2v olur.","Üçüncü durumda potansiyel farkı yarıya düştüğünde, hız v olur ve yönü yukarı doğru olur."]},"beginTime":1544,"endTime":1680,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=1544&ask_summarization=1"},{"index":15,"title":"Potansiyel Farkı Hesaplama","list":{"type":"unordered","items":["Doğrultusunda sapma olmayan yüklü parçacık için kuvvet eşitliği vardır: qE = mg.","Potansiyel farkı V = qd/mg formülüyle hesaplanır.","Potansiyel farkı artırıldığında, t (ulaşma süresi) değişmezken, sapma açısı θ artar."]},"beginTime":1680,"endTime":1882,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=1680&ask_summarization=1"},{"index":16,"title":"Elektriksel Enerji Hesaplamaları","list":{"type":"unordered","items":["İletken levhalar arasındaki yüklü parçacığın kinetik enerjisi, potansiyel farkı ve mesafe ile ilişkilidir.","K ve L noktalarındaki kinetik enerjilerinin oranı 1/3'tür.","Elektronun silindirden çıktığı andaki kinetik enerjisi eV veya eV/e şeklindedir."]},"beginTime":1882,"endTime":2148,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=1882&ask_summarization=1"},{"index":17,"title":"Hız-Zaman Grafiği Analizi","list":{"type":"unordered","items":["Birbirine paralel levhalar ve hız-zaman grafiği verilmiş bir soruda, grafiğin alanları yolu verir.","Grafiğin ilk t aralığındaki yamuğun alanı (d1 mesafesi) diğer t2-t aralığındaki yamuğun alanından (d2 mesafesi) büyüktür."]},"beginTime":2148,"endTime":2220,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=2148&ask_summarization=1"},{"index":18,"title":"Elektrik Alanları ve Elektromotor Kuvvetleri","list":{"type":"unordered","items":["Birinci bölgede hız iki v'den v'ye çıkmışken, ikinci bölgede üç v'den v'ye düşmüş, bu nedenle ikinci bölgedeki elektromotor kuvvetleri daha büyük olur.","E2 değeri E1'den büyük olduğu için doğru seçenek D şıkkı (E1 > E2) olarak belirlenir."]},"beginTime":2248,"endTime":2293,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=2248&ask_summarization=1"},{"index":19,"title":"X-ışınları ve Potansiyel Farkı","list":{"type":"unordered","items":["X-ışını tüpünde elektronlar potansiyel farkı ile hızlandırıldıklarında elde edilen X-ışınlarının en küçük dalga boyu λ'dır.","Potansiyel farkı, kinetik enerji ile ışık enerjisine eşitlenerek Hc/ελ formülüyle hesaplanır."]},"beginTime":2293,"endTime":2356,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=2293&ask_summarization=1"},{"index":20,"title":"Elektronun Dairesel Yörüngesi","list":{"type":"unordered","items":["Düzgün elektrik alana dik giren elektron, dairesel bir yörünge çizer ve elektrona etki eden magnetik kuvvet merkezcil kuvvete eşit ve zıt yönlüdür.","Merkezcil kuvvet formülü F = m.electron.v²/r, magnetik kuvvet formülü ise F = e.v.B'dir.","E/m oranı, B/r.B formülüyle hesaplanır."]},"beginTime":2356,"endTime":2512,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=2356&ask_summarization=1"},{"index":21,"title":"Osiloskop","list":{"type":"unordered","items":["Osiloskop, elektron tabancası gibi düşünülebilir ve yatay-düşey saptırıcılar yardımıyla yüklü parçacıkların doğrultularını değiştirir.","Artı ve eksi levha uçları arasında uygulanan gerilim, eksi levhada mevcut olan serbest elektronları hızlandırır ve ince yarık içinden geçen elektronlar saptırıcı levhalar tarafından saptırılır.","Sapma miktarı s = ½(Vs/Vh) × (L/d) × L formülüyle hesaplanır, burada Vs saptırıcı potansiyel farkı, Vh hızlandırıcı potansiyel farkı, L saptırıcı levhaların boyu, d levhalar arasındaki uzaklık, L saptırıcı levhaların orta noktasının ekrana uzaklığıdır."]},"beginTime":2512,"endTime":2623,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=2512&ask_summarization=1"},{"index":22,"title":"Hal Olayı","list":{"type":"unordered","items":["Hal olayında, iletken levha içinden akım geçirildiğinde, magnetik kuvvetin etkisiyle artı ve eksi yüklü holler (boşluklar) levhanın zıt kutuplarına sürüklenir.","Levhanın bir tarafı artı, diğer tarafı eksi yüklendiği için iki uç bölge arasında potansiyel fark oluşur ve bu olaya hal olayı denir.","Hal potansiyeli VH = (I × B) / (n × e × d) formülüyle hesaplanır, burada n levha içinde elektrik akımını sağlayan holler ve elektron yoğunluğunu ifade eden bir sayıdır."]},"beginTime":2623,"endTime":2802,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=2623&ask_summarization=1"},{"index":23,"title":"Rölativite ve Kütlenin Hıza Göre Değişmesi","list":{"type":"unordered","items":["Görecelik (izafiyet) kuramına göre ışığın boşluktaki yayılma hızı bütün eylemsizlik sistemlerinde aynıdır ve hiçbir parçacığın hızı ışık hızını aşamaz.","Bir cismin hızı arttıkça kütlesi de artar ve kütlenin hıza bağlı değişimi m = m0 / √(1 - v²/c²) formülüyle hesaplanır.","Burada m0 durgun bir cismin kütlesidir, m ise v hızıyla hareketli iken sahip olduğu kütledir."]},"beginTime":2802,"endTime":2921,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=2802&ask_summarization=1"},{"index":24,"title":"Görelilik ve Kütle-Enerji Eşdeğerliği","list":{"type":"unordered","items":["Yüksek hızlarda kuvvetin yaptığı işin bölümü cismin kütle artışı olarak görülür, hız ışık hızına yaklaştıkça hız artışı azalırken kütle artışı büyür.","Einstein'a göre durgun kütlesi m olan bir taneciğin E=mc² olan belirli bir enerjisi vardır.","Işık hızına yakın hızla hareket eden bir taneciğe \"rölativistik tanecik\" denir."]},"beginTime":2925,"endTime":2962,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=2925&ask_summarization=1"},{"index":25,"title":"Rölativistik Taneciklerin Özellikleri","list":{"type":"unordered","items":["Rölativistik taneciklerin toplam enerjisi E = E + Ekinetik şeklinde ifade edilir, burada E durgun kütle enerjisi, Ekinetik ise kinetik enerjidir.","Rölativistik kinetik enerji bağıntısı Ek = mc²(1/√(1-v²/c²) - 1) şeklindedir ve parçacığın kinetik enerjisi durgun kütlesine ve hızına bağlıdır.","Görelilik teorisine göre parçacığın momentumu p = mv/√(1-v²/c²) formülüyle belirlenir."]},"beginTime":2962,"endTime":3044,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=2962&ask_summarization=1"},{"index":26,"title":"Örnek Sorular ve Çözümleri","list":{"type":"unordered","items":["Durgun kütlesi m olan bir parçacık 0,6c hızıyla hareket ederken göreli rölativistik kinetik enerjisi 0,25mc² olarak hesaplanır.","C ışık hızına yakın bir hızla giden bir parçacığın kinetik enerjisi kesin olarak mc² - mc² formülüyle verilir.","Kinetik enerjisi 4,50×10⁻¹⁴ joule olan bir parçacığın kütlesi 14×10⁻³¹ kilogram olarak hesaplanır."]},"beginTime":3044,"endTime":3353,"href":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=3044&ask_summarization=1"}],"linkTemplate":"/video/preview/2744404290725940881?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=%%timestamp%%&ask_summarization=1"},"isAdultDoc":false,"relatedParams":{"text":"Yüklü Taneciklerin Hareketi - 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Arası Bölüm 52 Albert Einstein'in meşhur görelilik kuramı acaba bir fizik teoremi mi, yoksa felsefi bir düşünce tarzı mı? #fizik #rölativite #felsefe Ayrıcalıklardan yararlanmak için bu...","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/4229331/923f6f153b5e6b9c89ee26a18ee633c8/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/cjhKXgEAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"8","reqid":"1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL","summary":{"isFull":true,"fullTextUrl":"/video/result?ask_summarization=1&numdoc=1&noreask=1&nomisspell=1&parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=videoid:5803404902777602021","teaser":[{"list":{"type":"unordered","items":["\"Tevhid Ocağı\" adlı programda bir eğitimci tarafından sunulan bu felsefe dersi, Batı felsefesindeki rölativite kavramını ve İslam düşüncesiyle ilişkisini ele almaktadır.","Video, rölativite kavramının ne olduğunu açıklayarak başlıyor ve Einstein'ın rölativite teorisinin fiziksel ve felsefi boyutlarını inceliyor. Konuşmacı, rölativitenin zaman, mekan ve konum gibi kavramları nasıl etkilediğini, geometrinin bu anlayıştaki rolünü ve bu teorinin İslam düşüncesine göre eksikliklerini tartışıyor. Ayrıca, rölativitenin hakikat kavramını nasıl ele aldığını, ahlaki rölativizmi, kültürel göreciliği ve Nietzsche gibi önemli felsefe adamlarının bu konudaki görüşlerini açıklıyor.","Video, Batı felsefesinin ana caddesini etkileyen bu ara sokakların incelenmesiyle İslam düşüncesini adım adım anlatmaya yönelik bir serinin bir parçası olarak sunuluyor ve İslam düşüncesinin bu konudaki yaklaşımını da ele almayı planladığını belirtiyor."]},"endTime":1648,"title":"Batı Felsefesinde Rölativite ve İslam Düşüncesi","beginTime":0}],"fullResult":[{"index":0,"title":"Batı Felsefesinin Ara Sokakları","list":{"type":"unordered","items":["Batı felsefesinin ara sokaklarında konuşulanlar ana caddemizi sürekli etkiliyor ve bazen silip süpürüyor, bazen taşların yerini değiştiriveriyor.","Tevhid ocağında batı felsefesinde meydana gelmiş her unsurun hayatımızdaki karşılıklarını anlamaya çalışacağız ve adım adım İslam düşüncesini konuşmaya başlayacağız.","Mesele nereden baktığın değil, neyle baktığındır; önemli olan rölativite ve bakış açısının farklılıklarıyla gelecek önümüze."]},"beginTime":16,"endTime":109,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=16&ask_summarization=1"},{"index":1,"title":"Rölativite Anlayışı","list":{"type":"unordered","items":["Rölativite, fizik yasalarının değişmezliğine ilişkin, ışığın hızının tüm gözlemciler için aynı olduğuna dair Albert Einstein'ın ortaya koymuş olduğu görecelilik anlayışıdır.","Rölativite, kusursuz iki saatin birini ötekine göre uzayda çok daha hızlı hareket ediyorsa her ikisi bir araya geldiklerinde artık aynı zamanı göstermeyecekleridir.","Resul 21 aleyhissalatu vesselam'ın miracında gidip gelişinde geçen süre için o kadar büyük bir kısalıktan bahsediyordu ki yatağının hala sıcak olduğunu ifade ediyordu."]},"beginTime":109,"endTime":172,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=109&ask_summarization=1"},{"index":2,"title":"Rölativite ve Miraç","list":{"type":"unordered","items":["Rölativite miraç manasında oldukça kıymetlidir, ancak rölativite anlayışının geçmişten beri gelen \"sana göre bana göre\" anlayışını desteklemesiyle beraber miraç ve benzeri kavramların insan hayatında pek de önemli ve elzem olmadığına dair ibareler konuluyor.","Eğer miracı bir fiziksel teori olarak ele almaya kalkarsanız, ışığın kırılım yoluyla çekim gücünün değişimindeki eğilimin etkisinin unutulduğunu düşünmek lazımdır.","Bu aslında sayıların sonsuz olmadığının delillerinden biridir."]},"beginTime":172,"endTime":220,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=172&ask_summarization=1"},{"index":3,"title":"Rölativite ve Değişkenlik","list":{"type":"unordered","items":["Rölativite, insanlar için farklı hayatların farklı sonuçlar doğurabileceğine dair bir inançtır.","Uçaktaki adamla yerdeki adamın sabit ele aldıkları konu zamanken, konu kendi hayatları ile ilişkili olduklarında sabit olan bir değer üzerinden meydana geldiğinde farklı hayatların farklı sonuçlar doğurmasıyla karşımıza çıkmaz mı?","Albert Einstein'ın söylemiş olduklarından hareketle hızla hareket eden tanecikler açık bir şekilde kütle artışı gözlemlenmiştir ve bu gözlem CERN deneylerinde de devam ediyor."]},"beginTime":220,"endTime":309,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=220&ask_summarization=1"},{"index":4,"title":"Maddenin Formları ve Rölativite","list":{"type":"unordered","items":["Eğer maddenin şu an elimizde tuttuğumuz halinden bir önceki hali de mümkünse kendisinden sonraki hali için kütle artışının bir limit fonksiyonuyla anlatılması kafi gelmez.","Bu anlayışla yolculuğa devam edersek, gözlemlenen maddenin diğer formlarının reddi söz konusu olacaktır.","Bu reddiyede hem meleklerin hem de diğer bütün göremediğimiz cinlerin ve batı dünyasının parapsikolojik ya da psişik diye adlandırmış olduğu her şeyi reddetmek zorunda kalacağız."]},"beginTime":309,"endTime":370,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=309&ask_summarization=1"},{"index":5,"title":"Rölativite ve Zihin","list":{"type":"unordered","items":["İnsanın kendi zihninde oluşturduğu bir düşüncenin karşısında meydana getirmiş olduğu etkiden bahsetmek fiziğin konusu değildir diyebilir miyiz?","Sinir akson ve dentritlerinde meydana getiren elektromanyetik fonksiyonlar, bugün Albert Einstein'ın tezinin içerisinde de yer ediniyor.","Harvard Üniversitesi'nde bu konuda hala Albert Einstein'ın söylemiş olduğu sözlerin tam olarak anlaşılması güç ve eksikliklerinin mevcut olduğunu söylüyor."]},"beginTime":370,"endTime":438,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=370&ask_summarization=1"},{"index":6,"title":"Geometri ve Rölativite","list":{"type":"unordered","items":["İslam dünyasında batı'dan çok daha önce başlamış olan geometri serüveni, Albert Einstein'in rölativite anlayışına gelindiğinde önemli bir argümanla karşımıza çıkar.","Albert Einstein'ın da söylemiş olduğu bu teoremin, ekvator dışında bir yerden onun doğusunda bulunan bir yere gitmek için en kısa yolun doğuya gitmek olmadığı söylemiyle gerçekliğini bulur.","İnsanın geometrik olarak bulunmuş olduğu şeklin ne olduğuyla alakalıdır ve geometrinin mekan ve zaman üzerindeki etkisinden bahsedilmektedir."]},"beginTime":438,"endTime":574,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=438&ask_summarization=1"},{"index":7,"title":"Konum ve Güç İlişkisi","list":{"type":"unordered","items":["İzafiyet teoreminde konum ve güç arasındaki ilişki bu felsefeye doğru yapacağımız yolculukta önemli bir unsuru barındırıyor.","Potansiyel enerji güneşe en uzak olduğu yerde en büyük tür anlamı izafiyet teorisinin doğal bir sonucu olarak çıkabiliyor.","Bu kuram kişinin doğduğu yerin önemini arz etmek üzere olmakla beraber, durduğunuz yerde kendinize ait özellikleri de göz ardı etmenize vesile oluyor."]},"beginTime":574,"endTime":697,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=574&ask_summarization=1"},{"index":8,"title":"Rölativite ve Olaylar","list":{"type":"unordered","items":["Geleneksel fizikte iki önemli bölüm var: gerçekler ve coğrafya.","Rölativite ise tüm bunların yanında tüm olaylar arasında ölçülebilir bir ilişkinin olduğuna dair önemli bir değişimi sunuyor.","Tüm olaylar arasında ölçülebilir ilişkilerin varlığı ölüm olunca tökezleyebilir, evet diyemezsiniz; hücrelerimizin bir anda hayır, şu saatten sonra daha fazla çalışmayacağım demesine henüz hiçbir tıp dünyasının kıymetli üyesi kesin ve net bir cevap veremedi."]},"beginTime":697,"endTime":808,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=697&ask_summarization=1"},{"index":9,"title":"Rölativite Teorisi ve Değişmezlik","list":{"type":"unordered","items":["Rölativistler, hiçbir zaman değişmez olarak nitelenen şeyler olmadığını savunur ve sadece matematik ve fiziğin sembolik dilinde belirli denklemlerde sabitleştirebildiğimiz değişmez temel ilişkiler ve fonksiyonel bağlılıklar olduğunu iddia ederler.","Rölativite teorisi, fiziksel düşünmenin ayrıcalıklı koordinat sistemi bulma girişiminde içine düştüğü zorunluluktan adeta bir onda ortaya çıkarmış oluyor.","Rölativistlerin insana görünen şeyin hakiki olduğunu öğretmek istemediğini, hakikatin kesin gibi kabul edilmekten sakınmak gerektiğini beyanatları, bu teoremin felsefe dünyasında ve insan hayatında ne kadar etkin olduğuna dair temel ize ulaşmamıza vesile olur."]},"beginTime":831,"endTime":999,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=831&ask_summarization=1"},{"index":10,"title":"Şüphe ve Hakikat","list":{"type":"unordered","items":["Hakikat, şüphe duyduğumuz şeyin hakikat olup olmamasından çok neden şüphe duyduğumuz önemlidir.","Bir şeyin hakikatini arayan kişinin temel özellikleri, şüphe duyulan şeyin şüphe duyulmaz bir gerçeklik olduğunun kendi içindeki özümseme kararıyla anlaşılır.","Bir şeyin gerçek olduğuna iman ediyorsanız ve iman da fiziksel bir koşulla ölçülemez diyorsanız, rölativistler haklı olabilir; ancak imanın kesin ve kat'i koşulu karşısında şüphe duyan kişinin aslında sizinle alakalı bir problemi olmasındandır."]},"beginTime":999,"endTime":1089,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=999&ask_summarization=1"},{"index":11,"title":"Rölativizmin Tarihi ve Felsefi Temelleri","list":{"type":"unordered","items":["Rölativizm akımının kurucusu antik Yunan döneminde yaşamış olan Protogoras'tır.","Fizikte gerçekleşen bu görüş, insanın her şeyin, var olan şeylerin var olduklarının ve var olmayan şeylerin var olmadıklarının ölçüsüdür gibi karmaşık bir cümleyi yüzyıllar önce kurmuş olan bir zihniyetin artık fiziksel olarak da ispatlandığına dair bir delildir.","Müslüman dünyası yıllardan beri Hz. Adem'den bu yana yaşadığı her şeyin fiziksel ve matematiksel karşılığını beyan edebilir düzeyde olmuş, bu beyanat ehl-i imanın imanını kuvvetlendirdiği gibi, ehl-i şekavet mantığıyla bakan iman hakikatinden uzaklaşanların da küfrünü derinleştirmiştir."]},"beginTime":1089,"endTime":1212,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=1089&ask_summarization=1"},{"index":12,"title":"Kültürel ve Ahlaki Rölativizm","list":{"type":"unordered","items":["Kültürel rölativizm, kültürel görecelik anlamında karşımıza çıkıyor ve medeniyetler arası çatışmadan bahsediyorlar.","Kültürel görecilik, yani rölativizmin kültürler üzerindeki etkisini reddeden bir başka tayfa, 10 Aralık 1948 yılında Birleşmiş Milletler'in ön planda olduğu İnsan Hakları Ortak Beyannamesinin ortak bir değer olduğunu ifade ederek bir pusula arayışına çıkıyorlar.","Ahlaki rölativizm, doğru ve ilkelerin objektifliğini ve evrenselliğini reddeden, bunların bireye veya topluma göreli olduğunu savunan yaklaşımlar bütünüdür."]},"beginTime":1212,"endTime":1402,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=1212&ask_summarization=1"},{"index":13,"title":"Nietzsche ve Rölativizm","list":{"type":"unordered","items":["Nietzsche, toplumun ahlaki unsurunu bir kenara bırakmış olan tarihin pek çok önemli felsefe adamlarından biridir.","Nietzsche'nin \"gençleri bozmanın en kestirme yolu, farklı düşünenlere değil, benzer düşünenlere değer vermediğini öğretmektir\" söylemi rölativistik karmaşanın temelini oluşturmaktadır.","Nietzsche, \"doğrular ve yanlışlar yoktur, sadece yorumlar vardır\" diyerek yorumladığınız her şeyin içerisinde bir doğru ve bir yanlış algısı olduğunu savunur."]},"beginTime":1402,"endTime":1515,"href":"/video/preview/5803404902777602021?parent-reqid=1772548523044531-15162728832010629698-balancer-l7leveler-kubr-yp-vla-254-BAL&text=RealTeVee&t=1402&ask_summarization=1"},{"index":14,"title":"Rölativizmin Tanrı İnançına Etkisi","list":{"type":"unordered","items":["Tüm felsefik yaklaşımlarda olduğu gibi bu felsefe yaklaşımının da sonunda tanrı inancı ile alakalı bir yorumla karşılaşacağız.","Libness, tanrı'nın baştan gerekli müdahaleleri yaptığını ve günü gelince mucize olarak nitelendirilen olayların hiçbir doğa yasası ihlal edilmeksizin gerçekleştiğini söylüyor.","İnsan en başta kendisi için gerekli olanı kabul ederek yola çıktığında, hakikat gördüklerini gördüğü üzere ve bulunduğu mekan ve yerleşke ile kavramaya başlar; bunun ötesine geçmeye çalışan her türlü kavram ve anlayışın uğrak noktası bu çelişki ile 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