Difference between revisions of "Test in Plane for Theta at 20 degrees and Phi at 0"
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![X in detector plane.png](/./images/3/34/X_in_detector_plane.png)
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<center><math>x'=\frac{x_{lab}}{sin 65^{ \circ}}=.868=x'</math></center> | <center><math>x'=\frac{x_{lab}}{sin 65^{ \circ}}=.868=x'</math></center> | ||
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+ | =[[VanWasshenova_Thesis#Test_in_Plane_for_Theta_at_20_degrees_and_Phi_at_0|^Up]]= | ||
=[[In_the_Detector_Plane|<-Back]]= | =[[In_the_Detector_Plane|<-Back]]= | ||
=[[Test_in_Plane_for_Theta_at_20_degrees_and_Phi_at_1_degree|Forward->]]= | =[[Test_in_Plane_for_Theta_at_20_degrees_and_Phi_at_1_degree|Forward->]]= |
Revision as of 05:58, 4 March 2017
Test for and
Substituting in the values found earlier for the case of
and
Since
The
distance from focal point 1 is:This is the radius from focal point 1, which is to be expected since the y component is equal to zero for
The focii are located at
This implies that with respect to the origin, x', we find
This is verified with CED
![X in detector plane.png](/./images/3/34/X_in_detector_plane.png)
Since the x' dimension is the hypotenuse in a right triangle of 65 degrees