De Broglie Wavelength | Thomson Atomic Model

Dual Nature Of Electromagnetic Radiation|De Broglie Concept Of Dual Nature Of Matter|Davisson And Germer's Experiment|Thomson's Experiment|Calculation Of De Broglie Wavelength Of The Electron From The Potential|Numerical|Derivation Of Bohr's Postulate Of Angular Momentum From De Broglie Equation|Heisenberg's Uncertainty Principle|Electron Cannot Exist In The Nucleus|OMR

Examples|Relation Of De-Broglie Wavelength With Bohr's Model|Examples|De-Broglie Wavelength For Macroscopic Objects|Heisenberg Uncertainty Principle|OMR

The de-Broglie wavelength lamda

de-Broglie wavelength lambda is

de-Broglie wavelength applies only to

Why did Thomson atom model fail?

Find the numerical value fo De Broglie wavelength of an electron in the 1^(st) orbit of hydrogen atom assuming Bohr's atomic model. You can use statndard values of the constants. Leave your answer in terms of pi .

Matter wave:De broglie wavelength||Examples on De broglie wavelength||Bohr's model explanation||Bragg's formula||Davisson Germer experiment||Examples on De Broglie wavelength

de Broglie wavelength of electron in second orbit of Li^(2+) ion will be equal to de Broglie's wavelength of electron in :