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কোন বিজ্ঞানীকে আলোর কোয়ান্টাম তত্ত্বের প্রবক্তা বলা হয়?

ম্যাক্স প্লাঙ্ক

বিজ্ঞানী হাইগেন্স

ম্যাক্সওয়েল

স্যার আইজ্যাক নিউটন

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<p><strong>কোয়ান্টাম তত্ত্ব</strong>: “আলোকরশ্মি যখন কোন উৎস থেকে অনবরত বের না হয়ে অসংখ্য ক্ষুদ্র ক্ষুদ্র বিচ্ছিন্ন প্যাকেট শক্তি গুচ্ছ আকারে বের হয়।” অর্থাৎ, E=hν; যেখানে E= ফোটনের শক্তি, h= প্ল্যাংক ধ্রুবক, ν = ফোটনের কম্পাংক। প্রত্যেক বর্ণের আলোর জন্য এক একটি বিচ্ছিন্ন প্যাকেটের শক্তির নির্দিষ্ট মান রয়েছে।<img class="image_resized" style="width:58.51%;" src="data:image/jpeg;base64,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" alt="কোয়ান্টাম তত্ত্ব এর ছবির ফলাফল"></p>

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Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

Lorem ipsum dolor sit amet consectetur adipisicing elit. Eaque, officia!

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