... | ... | @@ -26,15 +26,24 @@ I_{symm}(k,E) = \frac{I(k,E) + I(k,-E)}{2} |
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`[intensity_symm,energy] = symmeteriseEDC(k0,delta,range)` Returns symmeterised EDC intgrated from $`k_0-\delta < x < k_0 + \delta`$. Equivilent to `.symmeterise().getEDC(k0,delta,range)`.
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```math
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g(E) = \int_{k_0-\delta}^{k_0+\delta} \frac{I(k,E) + I(k,-E)}{2} dk
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g_{symm}(E) = \int_{k_0-\delta}^{k_0+\delta} \frac{I(k,E) + I(k,-E)}{2} dk
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```
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---
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`[intensity,kx] = getMDC(e0,delta,range)` Returns MDC from data by integrating a cut through the data. Integrates over range $`e_0-\delta < x < e_0 + \delta`$. Returns for values of range(1) < x < range(2).
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```math
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g(k) = \int_{E_0-\delta}^{E_0+\delta} I(k,E) dE
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```
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---
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`[intensity,kx] = getEDC(k0,delta,range)` Returns EDC from data by integrating a cut through the data. Integrates over range k0-deta < x < k0 + delta. Returns for values of range(1) < y < range(2).
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```math
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g(E) = \int_{k_0-\delta}^{k_0+\delta} I(k,E) dk
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```
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---
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\+ all inherited from [arpesbin.data2d](docs/arpesbin.data2d) |