Communications Blockset | ![]() ![]() |
Simulate a Rician fading propagation channel
Library
Description
The Rician Fading Channel block implements a baseband simulation of a Rician fading propagation channel. This block is useful for modeling mobile wireless communication systems when the transmitted signal can travel to the receiver along a dominant line-of-sight or direct path. If the signal can travel along a line-of-sight path and also along other fading paths, then you can use this block in parallel with the Multipath Rayleigh Fading Channel block. For details about fading channels, see the works listed in References.
The input can be either a scalar or a frame-based column vector. The input is a complex signal.
Fading causes the signal to spread and become diffuse. The K-factor parameter, which is part of the statistical description of the Rician distribution, represents the ratio between direct-path (unspread) power and diffuse power. The ratio is expressed linearly, not in decibels. While the Gain parameter controls the overall gain through the channel, the K-factor parameter controls the gain's partition into direct and diffuse components.
Relative motion between the transmitter and receiver causes Doppler shifts in the signal frequency. The Jakes PSD (power spectral density) determines the spectrum of the Rician process.
The Sample time parameter is the time between successive elements of the input signal. Note that if the input is a frame-based column vector of length n, then the frame period (as Simulink's Probe block reports, for example) is n*Sample time.
The Delay parameter specifies a time delay in seconds and the Gain parameter specifies a gain that applies to the input signal. Both parameters are scalars.
Dialog Box
See Also
Rician Noise Generator, Multipath Rayleigh Fading Channel
References
[1] Jeruchim, Michel C., Balaban, Philip, and Shanmugan, K. Sam, Simulation of Communication Systems, Second edition, New York, Kluwer Academic/Plenum, 2000.
[2] Jakes, William C., ed. Microwave Mobile Communications. New York: IEEE Press, 1974.
[3] Lee, William C. Y. Mobile Communications Design Fundamentals, 2nd ed. New York: Wiley, 1993.
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