#include <GCTAResponse_helpers.hpp>
Definition at line 394 of file GCTAResponse_helpers.hpp.
◆ cta_nroi_radial_kern_omega()
◆ eval()
double cta_nroi_radial_kern_omega::eval |
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const double & | omega | ) |
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Kernel for azimuth angle Nroi integration of radial model.
- Parameters
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[in] | omega | Azimuth angle (radians). |
- Todo
- Re-consider formula for possible simplification (dumb matrix multiplication is definitely not the fastest way to do that computation).
Implements GFunction.
Definition at line 637 of file GCTAResponse_helpers.cpp.
References GSkyDir::celvector(), gammalib::is_infinite(), gammalib::is_notanumber(), m_cos_rho, m_obs, m_obsEng, m_obsTime, m_rot, m_rsp, m_sin_rho, m_srcEng, m_srcTime, and GCTAResponseIrf::nirf().
◆ m_cos_rho
double cta_nroi_radial_kern_omega::m_cos_rho |
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protected |
◆ m_obs
◆ m_obsEng
GEnergy cta_nroi_radial_kern_omega::m_obsEng |
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protected |
◆ m_obsTime
GTime cta_nroi_radial_kern_omega::m_obsTime |
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protected |
◆ m_rot
const GMatrix* cta_nroi_radial_kern_omega::m_rot |
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protected |
◆ m_rsp
◆ m_sin_rho
double cta_nroi_radial_kern_omega::m_sin_rho |
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protected |
◆ m_srcEng
GEnergy cta_nroi_radial_kern_omega::m_srcEng |
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protected |
◆ m_srcTime
GTime cta_nroi_radial_kern_omega::m_srcTime |
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protected |
The documentation for this class was generated from the following files: