Programmer Guide/SPU Reference/PPM: Difference between revisions
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Revision as of 17:31, 18 November 2010
PPM - signal peak measurement
Usage:
PPM X TYPE T UNIT REF
Inputs:
X | signal (sample or frame) |
TYPE | type of measurement |
T | measurement interval, integration time (in samples) |
UNIT | output unit/mode |
REF | reference value for relative output units/modes |
Outputs:
Y | current peak value |
M | maximum peak value |
Function:
This function implements a set of magnitude measurement methods. If input X is a number, a peak value for each sample is computed. If input X is a vector, only one peak value for the vector is computed.
The computed peak value is converted to the selected unit/mode before it is written to the output. For the relative output modes (UNIT equal 2 or 3) the value of input REF (>0) is used as the reference value.
The output M is set to the maximum of all computed Y values (M(t) = max(Y(0), Y(1), .., Y(t)).
Table: Peak magnitude measurement methods selected by input TYPE{|
|-
|value of TYPE
|method (P = peak value)
|-
|0
or HOLD
|The absolute peak magnitude is measured using a sample/hold circuit:if |X(t)| > P(t-1) or holdtime > T:P(t) = |X(t)|; holdtime is set to zerootherwise:P(t) = P(t-1); holdtime is incremented
|-
|1
or EXPONENTIAL
|Use an exponential decay for peak measurement:P(t) = max(k . P(t-1), |X(t)|)The factor k is set to k=0.51/T . This means the ppm value falls to 50% after T samples, if input values are lower than the ppm output.
|-
|2
or RMS
|Pseudo ppm measurement based on running rms magnitude (just for test purposes):(1) r(t) = ((T-1).r(t-1) + X2(t)) / T(2) P(t) = (2.r(t))1/2
|}
Table: Peak magnitude output formats selected by input UNIT{|
|-
|value of UNIT
|conversion
|-
|0
or VALUE
|Y(t) = P(t)
|-
|1
or SQUARE
|Y(t) = P(t)2
|-
|2
or RATIO
|Y(t) = P(t) / REF
|-
|3
or DB
|Y(t) = 20.log10(P(t) / REF)
|}