#include "global.h"
#include "device.h"
Go to the source code of this file.
Compounds | |
| class | sdata |
| sdata holds linear circuit data, including scattering matrix, noise correlation matrix, and source vector. More... | |
| class | ydata |
| ydata holds linear circuit data in admittance form: admittance matrix, voltage source vector, and current noise correlation matrix. More... | |
| class | ydata_ptr |
| ydata_ptr is like ydata, except it only holds pointers to admittance matrix, voltage source vector, and current noise correlation matrix held elsewhere. More... | |
| class | zdata |
| zdata holds linear circuit data in impedance form: impedance matrix, voltage source vector, and voltage noise correlation matrix. More... | |
Functions | |
| void | compute_passive_noise (sdata &d, double freq, double Temp) |
| Calculate the noise matrix for a passive element from the scattering matrix, temperature, and frequency. More... | |
| void | compute_passive_noise (ydata &d, double freq, double Temp) |
| Calculate the noise matrix for a passive element from the admittance matrix, temperature, and frequency. More... | |
| void | compute_passive_noise (zdata &d, double freq, double Temp) |
| Calculate the noise matrix for a passive element from the impedance matrix, temperature, and frequency. More... | |
| double | passive_noise_temp (double freq=device::f, double Temp=device::T) |
| Calculate the effective passive noise temperature, including quantum noise, as a fuction of physical temperature and frequency. More... | |
Definition in file sdata.h.
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Calculate the noise matrix for a passive element from the impedance matrix, temperature, and frequency.
Definition at line 409 of file sdata.h. Referenced by current_sink::recalc(), voltage_source::recalc(), generator::recalc(), attenuator::recalc(), and current_sink::recalc_S().
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Calculate the noise matrix for a passive element from the admittance matrix, temperature, and frequency.
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Calculate the noise matrix for a passive element from the scattering matrix, temperature, and frequency.
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Calculate the effective passive noise temperature, including quantum noise, as a fuction of physical temperature and frequency.
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Please direct comments and corrections to
supermix@submm.caltech.edu
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