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by
Ciro Santilli
(
@cirosantilli,
34
)
Momentum operator
...
Particle physics
Quantum mechanics
Non-relativistic quantum mechanics
Schrödinger equation
Uncertainty principle
Position and momentum space
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Updated
2024-10-28
Created
1970-01-01
See my version
One dimension in
position representation
:
p
^
=
−
i
ℏ
∂
x
∂
(1)
In three dimensions In position representation, we define it by using the
gradient
, and so we see that
p
^
=
−
i
ℏ
∂
x
∂
(2)
Video 1.
Position and Momentum from Wavefunctions by
Faculty of Khan
(2018)
Source
. Proves in detail why the
momentum operator
is
∂
x
∂
. The starting point is determining the time
derivative
of the
expectation value
of the
position operator
.
Ancestors
(10)
Position and momentum space
Uncertainty principle
Schrödinger equation
Non-relativistic quantum mechanics
Quantum mechanics
Particle physics
Physics
Natural science
Science
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Derivation of the Klein-Gordon equation
Momentum operator
Uncertainty principle
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Momentum operator
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