Transforms PtByPt下載 PDF選擇的小節所選的小節與子小節完整手冊已更新2025-07-30閱讀時間為 2 分鐘LabVIEWAPI 參考LabVIEW G Use the Transforms PtByPt VIs to compute transforms. The VIs on this palette can return point by point error codes. FFT PtByPt VIComputes the Fourier transform of x. This VI is similar to the FFT VI. Wire data to the x input to determine the polymorphic instance to use or manually select the instance. Fast Hilbert Transform PtByPt VIComputes the fast Hilbert transform of the set of input data points specified by sample length using fast Fourier transform (FFT) identities.FHT PtByPt VIComputes the fast Hartley transform (FHT) of the set of input data points specified by sample length.Walsh Hadamard PtByPt VIPerforms the real Walsh Hadamard transform.Wavelet Transform Daubechies4 PtByPt VIPerforms the wavelet transform based on the Daubechies4 function.Windowed FFT PtByPt VIComputes the windowed fast Fourier transform of the set of input data points specified by sample length.Inverse FFT PtByPt VIComputes the inverse discrete Fourier transform (IDFT) of the set of input data points specified by sample length. This VI is similar to the Inverse FFT VI. Wire data to the x input to determine the polymorphic instance to use or manually select the instance. Inverse Fast Hilbert Transform PtByPt VIComputes the inverse fast Hilbert transform of the set of input data points specified by sample length using Fourier transform identities.Inverse FHT PtByPt VIComputes the inverse fast Hartley transform of the set of input data points specified by sample length.Walsh Hadamard Inverse PtByPt VIPerforms the inverse of the real Walsh Hadamard transform.Wavelet Transform Daubechies4 Inverse PtByPt VIPerforms the inverse of the wavelet transform based on the Daubechies4 function.Transfer Function PtByPt VIComputes the single-sided transfer function, also known as the frequency response, from the time-domain Stimulus Signal and Response Signal from a network under test.Impulse Response Function PtByPt VIComputes the impulse response of a network based on the set of real signals x, stimulus signal x, and y, response signal y.Parent topic: Point By Point
Use the Transforms PtByPt VIs to compute transforms. The VIs on this palette can return point by point error codes. FFT PtByPt VIComputes the Fourier transform of x. This VI is similar to the FFT VI. Wire data to the x input to determine the polymorphic instance to use or manually select the instance. Fast Hilbert Transform PtByPt VIComputes the fast Hilbert transform of the set of input data points specified by sample length using fast Fourier transform (FFT) identities.FHT PtByPt VIComputes the fast Hartley transform (FHT) of the set of input data points specified by sample length.Walsh Hadamard PtByPt VIPerforms the real Walsh Hadamard transform.Wavelet Transform Daubechies4 PtByPt VIPerforms the wavelet transform based on the Daubechies4 function.Windowed FFT PtByPt VIComputes the windowed fast Fourier transform of the set of input data points specified by sample length.Inverse FFT PtByPt VIComputes the inverse discrete Fourier transform (IDFT) of the set of input data points specified by sample length. This VI is similar to the Inverse FFT VI. Wire data to the x input to determine the polymorphic instance to use or manually select the instance. Inverse Fast Hilbert Transform PtByPt VIComputes the inverse fast Hilbert transform of the set of input data points specified by sample length using Fourier transform identities.Inverse FHT PtByPt VIComputes the inverse fast Hartley transform of the set of input data points specified by sample length.Walsh Hadamard Inverse PtByPt VIPerforms the inverse of the real Walsh Hadamard transform.Wavelet Transform Daubechies4 Inverse PtByPt VIPerforms the inverse of the wavelet transform based on the Daubechies4 function.Transfer Function PtByPt VIComputes the single-sided transfer function, also known as the frequency response, from the time-domain Stimulus Signal and Response Signal from a network under test.Impulse Response Function PtByPt VIComputes the impulse response of a network based on the set of real signals x, stimulus signal x, and y, response signal y.Parent topic: Point By Point
Use the Transforms PtByPt VIs to compute transforms. The VIs on this palette can return point by point error codes. FFT PtByPt VIComputes the Fourier transform of x. This VI is similar to the FFT VI. Wire data to the x input to determine the polymorphic instance to use or manually select the instance. Fast Hilbert Transform PtByPt VIComputes the fast Hilbert transform of the set of input data points specified by sample length using fast Fourier transform (FFT) identities.FHT PtByPt VIComputes the fast Hartley transform (FHT) of the set of input data points specified by sample length.Walsh Hadamard PtByPt VIPerforms the real Walsh Hadamard transform.Wavelet Transform Daubechies4 PtByPt VIPerforms the wavelet transform based on the Daubechies4 function.Windowed FFT PtByPt VIComputes the windowed fast Fourier transform of the set of input data points specified by sample length.Inverse FFT PtByPt VIComputes the inverse discrete Fourier transform (IDFT) of the set of input data points specified by sample length. This VI is similar to the Inverse FFT VI. Wire data to the x input to determine the polymorphic instance to use or manually select the instance. Inverse Fast Hilbert Transform PtByPt VIComputes the inverse fast Hilbert transform of the set of input data points specified by sample length using Fourier transform identities.Inverse FHT PtByPt VIComputes the inverse fast Hartley transform of the set of input data points specified by sample length.Walsh Hadamard Inverse PtByPt VIPerforms the inverse of the real Walsh Hadamard transform.Wavelet Transform Daubechies4 Inverse PtByPt VIPerforms the inverse of the wavelet transform based on the Daubechies4 function.Transfer Function PtByPt VIComputes the single-sided transfer function, also known as the frequency response, from the time-domain Stimulus Signal and Response Signal from a network under test.Impulse Response Function PtByPt VIComputes the impulse response of a network based on the set of real signals x, stimulus signal x, and y, response signal y.Parent topic: Point By Point
