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LMH2110 Datasheet, PDF (25/33 Pages) National Semiconductor (TI) – 8 GHz Logarithmic RMS Power Detector with 45 dB Dynamic Range
LMH2110
www.ti.com
SNWS022C – JANUARY 2010 – REVISED MARCH 2013
First the maximum sensitivity (SMAX) is calculated per temperature by determining the maximum difference
between two output voltages for a 1 dB step within the power range:
SMAX = VOUT P+1 – VOUT P
(15)
For calculating the 1 dB step error an average sensitivity (SAVG) is used which is the average of the maximum
sensitivity and an allowed minimum sensitivity (SMIN). The allowed minimum sensitivity is determined by the
application. In this datasheet SMIN = 30 mV/dB is used. Subsequently, the average sensitivity can be calculated
by:
SAVG = (SMAX + SMIN) / 2
(16)
The 1dB error is than calculated by:
E1 dB = (SACTUAL - SAVG) / SAVG
where
• SACTUAL (actual sensitivity) is the difference between two output voltages for a 1 dB step at a given power
level
(17)
Figure 55 shows the typical 1 dB step error at 1900 MHz, where a dynamic range of 38 dB over temperature is
obtained for E1dB = ±0.3 dB.
2.0
1.5
1.0
25°C
85°C
0.5
0.0
-0.5
-40°C
-1.0
-1.5
-2.0
-40 -30 -20 -10
0
10
RF INPUT POWER (dBm)
Figure 55. 1 dB Step Error vs. RF Input Power at 1900 MHz
10 dB step error
This error is defined in a different manner than the 1 dB step error. This parameter shows the input power error
over temperature when a 10 dB power step is made. The 10 dB step at 25°C is taken as a reference.
To determine the 10 dB step error first the output voltage levels (V1 and V2) for power levels “P” and “P+10dB”
at the 25°C are determined (Figure 56). Subsequently these 2 output voltages are used to determine the
corresponding power levels at temperature T (PT and PT+X). The difference between those two power levels
subtracted by 10 results in the 10 dB step error.
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