... | ... | @@ -34,9 +34,9 @@ g(y) = \int_{x_0-delta}^{x_0+delta} f(x,y) dx |
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---
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`[intensity,x] = getXDC(y0,delta,range)` Integrate a cut through the data parallel to x-axis. Integrates over range y0-deta < y < y0 + delta. Returns for values of range(1) < x < range(2)
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`[intensity,x] = getXDC(y0,delta,range)` Integrate a cut through the data parallel to x-axis. Integrates over range $`y_0-\delta < y < y_0 + \delta`$. Returns for values of range(1) < x < range(2)
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```math
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g(x) = \int_{y_0-delta}^{y_0+delta} f(x,y) dy
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g(x) = \int_{y_0-\delta}^{y_0+\delta} f(x,y) dy
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```
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