Phi angle in CM frame for different runs

EC_total, [math]cos\theta_{pion}^{CM}[/math] vs [math]\phi_{diff}^{CM}[/math], missing mass, [math]\theta_{e}[/math] vs [math]\phi_{e}[/math]

Electron Momentum vs EC_total

Missing Mass

[math]\theta_{e}^{LAB}[/math] vs [math]\phi_{e}^{LAB}[/math]

[1]

Phi lab [math]\varphi^{LAB}[/math]

The angle is (0, 360).

electron sector	[math]\varphi_{e}^{LAB}[/math]	[math]\varphi_{pion}^{LAB}[/math]	[math]\varphi_{e}^{LAB} - \varphi_{pion}^{LAB}[/math] after correction
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Phi CM [math]\varphi^{CM}[/math]

The phi angle after rotation and transformation to the CM frame

electron sector	[math]\varphi_{e}^{CM}[/math]	[math]\varphi_{pion}^{CM}[/math]
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Correlation plots with[math]cos\theta_{pion}^{CM} , W[/math] , and [math] Q^2[/math]

The angle is (0, 360).

[math]cos\theta_{pion}^{CM}[/math] vs [math]\phi_{diff}^{CM}[/math]	[math]W[/math] vs [math]\phi_{diff}^{CM}[/math]	[math]Q^2[/math] vs [math]\phi_{diff}^{CM}[/math]

Same table as above but with the cut 1.0 < W < 1.5

[math]cos\theta_{pion}^{CM}[/math] vs [math]\phi_{diff}^{CM}[/math]	[math]W[/math] vs [math]\phi_{diff}^{CM}[/math]	[math]Q^2[/math] vs [math]\phi_{diff}^{CM}[/math]

Same table as above but with the cuts 1.0 < W < 1.25 GeV , 20 MeV bins in W and 15 degree bins in [math]\phi[/math]

[math]cos\theta_{pion}^{CM}[/math] vs [math]\phi_{diff}^{CM}[/math]	[math]W[/math] vs [math]\phi_{diff}^{CM}[/math]	[math]Q^2[/math] vs [math]\phi_{diff}^{CM}[/math]

Same table as above but with the cuts 1.0 < W < 1.5 GeV and -0.2 < [math]cos\theta_{pion}^{CM}[/math] < 0

[math]cos\theta_{pion}^{CM}[/math] vs [math]\phi_{diff}^{CM}[/math]	[math]W[/math] vs [math]\phi_{diff}^{CM}[/math]	[math]Q^2[/math] vs [math]\phi_{diff}^{CM}[/math]

Insert the same table as above but with the cuts 1.15 < W < 1.25 GeV and -0.1 < [math]cos\theta_{pion}^{CM}[/math] < 0, 20 MeV bins in W and 15 degree bins in [math]\phi[/math]

I have applied the cut only on [math]cos\theta_{pion}^{CM}[/math]: 0.4 < [math]cos\theta_{pion}^{CM}[/math] < 0.6.(I know it does not look as good as it should be.)

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