Term
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Definition
| the amplitude of the wave at these points is zero |
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Term
| equaiton expressing the relationship bewteen circumfrerence of and orbit and the the wavelength |
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Definition
2πr=nλ
π=pi(3.14...)
r=radius
n=integer relating to amount of quantum
λ=wavelength |
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Term
| equation showing how particles and waves are related |
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Definition
λ=h/mu
m, λ, and u are the wavelengths associated with the moving partices
m=mass
u=velocity
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Term
| Heisenberg uncertainty principle |
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Definition
| it is impossible to know simultaneously both the momentum(mass times velocity) and the position of a particle with certainty |
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Term
| Heisenberg Uncertainty Principle's Equation |
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Definition
ΔxΔp≥(h/4π)
There is an inverse relationship of how precise delta x and delta p are, if one grows more precise, the other falters |
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Term
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Definition
| gives the probability that an electron will be found in a particular region of an atom |
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Term
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Definition
| describe the distribution of electrons in hydrogen and other atoms. |
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Term
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Definition
| has integral values, (n) determines the energy of an oribital and respectively the distance from the nucleus. |
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Term
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Definition
has the range of numbers from 0 to (n - 1) only including integers
0=s
1=p
2=d
3=f |
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Term
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Definition
| m(l) has a range from negative l to positive l, including all integers(including 0) the amount of numbers in the range corrisponds to how many s, p d etc can be on a given level of energy n |
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Term
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Definition
m(s) is either -1/2 or 1/2
this simply states which direction the electron is spinning |
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