MT Upconvert Baseband VI
Upconverts baseband I/Q (complex envelope) signal data to its real passband equivalent or to a nonzero center frequency within the Nyquist bandwidth of the specified signal (resulting in another complex baseband). Upconverted data of the specified bandwidth is returned in the passband waveform or upconverted baseband parameter.
Note This VI is used with simulated data and operates independently of your hardware settings. |
Use the pull-down menu to select an instance of this VI.
MT Upconvert Baseband (Complex)
Upconverts baseband I/Q (complex envelope) signal data to a non-zero center frequency within (resulting in another complex baseband). Upconverted data of the specified bandwidth is returned in the upconverted baseband parameter.
complex waveform specifies the complex envelope signal data for upconversion to its passband equivalent.
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carrier frequency specifies the center frequency of the passband, in hertz. The incoming signal is upconverted to center around this frequency. Specify the desired carrier frequency of the outgoing signal with this parameter. |
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initial phase specifies the initial phase, in degrees, of the software local oscillator used in the downconversion process. This parameter is ignored if the reset? parameter is FALSE. Use initial phase to match the phase of the incoming modulated carrier and the local oscillator(s) of the downconversion process. |
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reset? specifies whether to use the value input to the initial phase parameter.
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error in (no error) accepts error information wired from previously called VIs. Use this information to decide if any functionality should be bypassed in the event of errors from other VIs. Right-click the front panel error in control and select Explain Error or Explain Warning from the shortcut menu for more information about the error displayed.
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upconverted waveform returns the upconverted signal in passband form.
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error out passes error or warning information out of a VI to be used by other VIs. Right-click the front panel error out indicator and select Explain Error or Explain Warning from the shortcut menu for more information about the error displayed.
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MT Upconvert Baseband (Real)
Upconverts baseband I/Q (complex envelope) signal data to its real passband equivalent. Upconverted data of the specified bandwidth is returned in the passband waveform parameter.
initial phase specifies the initial phase, in degrees, of the software local oscillator used in the downconversion process. This parameter is ignored if the reset? parameter is FALSE. Use initial phase to match the phase of the incoming modulated carrier and the local oscillator(s) of the downconversion process. |
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baseband waveform specifies the complex envelope signal data for upconversion to its passband equivalent.
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carrier frequency specifies the center frequency of the passband, in hertz. The incoming signal is upconverted to center around this frequency. Specify the desired carrier frequency of the outgoing signal with this parameter. |
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reset? specifies whether to use the value input to the initial phase parameter.
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error in (no error) accepts error information wired from previously called VIs. Use this information to decide if any functionality should be bypassed in the event of errors from other VIs. Right-click the front panel error in control and select Explain Error or Explain Warning from the shortcut menu for more information about the error displayed.
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passband waveform returns the upconverted signal in passband form.
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error out passes error or warning information out of a VI to be used by other VIs. Right-click the front panel error out indicator and select Explain Error or Explain Warning from the shortcut menu for more information about the error displayed.
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Details
Note
If the input baseband waveform (complex) is represented as the following equation:
m(t) = Re[m(t)] + j*Im[m(t)] where j = sqrt(–1) and Re() and Im() denote the real and imaginary parts of m(t), respectively, the generated passband waveform m PB (t) of this VI is represented by the following equation: m PB (t) = Re[m(t)]cos(2f c t) – Im[m(t)]sin(2f c t) where f c denotes the carrier frequency corresponding to the generated passband waveform. |