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The [['''de Broglie wavelength]] ''' is the [[wavelength]] associated with a [[particle ]] (an object with mass) and is [[Inversely Proportional|inversely proportional ]] to its [[momentum]], demonstrating the Wave-Particle Duality|wave-like nature ]] of [[matter]].

Given by the formula 𝜆=ℎ𝑝λ= ph=Formula===

, where 𝜆λ is the wavelength, ℎh is the The '''de Broglie Wavelength''' of an [[Planck constantobject]], and 𝑝p is the momentum.Suggests that [[particle]]s such as [[electron]]s have [[wave]] properties.Confirmed given by experiments such as electron diffraction through a crystal.Fundamental to the development of quantum mechanics.The concept applies to all particles, including macroscopic objects, but the [[wavelength]] is significant only for very small [[particle]]s like [[electron]]s.formula:

*<math>\lambda =\frac {h} {𝑝}</math> *<math>\lambda ==Formula===\frac {h} {mv}</math> Where:  𝜆 is the '''de Broglie''' [[wavelength]],  ℎ is the [[Planck Constant]], 𝑝 is the [[momentum]] of the [[object]]

The '''de Broglie Wavelength''' m is the [[mass]] of an the [[object]] is given by the formula:

Electrons *[[Electron]]s showing diffraction patterns when passing through a thin crystal.*The '''de Broglie [[wavelength]] ''' of a moving car is extremely small and not observable.