Final report on link level and system level channel models - Winner

WINNER D5.4 v. 1.4
2.1.B
2.1.C
implementation specification.
Ranges, units and sizes of all input and
output parameters correspond to those in
the implementation specification.
Angles units in the formulas and in the
variables as input/ouput.
function input and
output
Full match between
documentation
function input and
output
Angles in the formula
should be in radians;
angles in input/output
should be in degrees;
7.1.3 Validation of computation
7.1.3.1 Deterministic behaviour of MIMO channel matrices
Test id Test description Expected outcome Notes
3.1.A
3.1.B
Test a SISO system with NumPaths=1
and only one subpath
(NumSubPathsPerPath=1). These must
be fed as initial values using the fourth
input argument. Check that the amplitude
of the channel coefficient over time is
constant. Check that the phase of the
channel coefficient changes as expected
based on e.g. MSVelocity, array
orientation and AoA. Compute Doppler
shift using FFT. Check that the shift is at
the correct sideband of the centrefrequency
and of correct magnitude.
Repeat 3.1.A for two subpaths coming
from different AoAs.
Amplitude is constant.
Phase is changing
accordingly. Doppler
shift is correct.
Amplitude is fading
accordingly. Phase is
changing accordingly.
Doppler shifts of the
subpaths are correct.
In the test result
description of values
used during testing and
expected output. For
special settings, new
scenario ‘Test’ must
be added to the
ScenParTables.m and
to the other functions.
For special settings,
new scenario ‘Test’
must be added to the
ScenParTables.m and
to the other functions.
7.1.3.2 Stochastic behaviour of output MIMO channel matrices
Test id Test description Expected outcome Notes
3.2.A
3.2.A/L
3.2.B
3.2.B/L
Mean power of each matrix element,
summed over delay domain, should be
one.
Narrowband mean power for the LOS
option should be one for all matrix
elements.
Narrowband amplitude distribution of
channel coefficients. Sum the channel
taps over delay domain for each time
instant and each element of the MIMO
matrix. The amplitude distribution of
each MIMO matrix element should be
approximately Rayleigh.
Narrowband amplitude distribution of
channel coefficients for the LOS
condition. Sum the channel taps over
delay domain for each time instant and
each element of the MIMO matrix. The
amplitude distribution of each MIMO
matrix element should be approximately
All matrix elements
have unit narrow-band
power.
3.2.A
Both cdf and pdf of
narrowband matrix
elements are Rayleigh
Both cdf and pdf of
narrowband matrix
elements are Ricean
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