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LMH2121TME Datasheet(PDF) 21 Page - Texas Instruments

Part # LMH2121TME
Description  LMH2121 3 GHz Fast-Responding Linear Power Detector with 40 dB Dynamic Range
PDF  30 Pages
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Manufacturer  TI [Texas Instruments]
Direct Link  http://www.ti.com
Logo TI - Texas Instruments

LMH2121TME Datasheet(HTML) 21 Page - Texas Instruments

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FREQUENCY (Hz)
3
0
-3
-6
-9
-12
-15
-18
-21
10k
100k
1M
10M
RFin = 0 dBm
LMH2121
www.ti.com
SNVS876A – AUGUST 2012 – REVISED MARCH 2013
RESPONSE BANDWIDTH
Modulation standards available today have a wide variety of modulation bandwidths. LTE, for instance, has
modulation bandwidths varying from 200 kHz (1RB) up to 20 MHz (100RB). Whether the RF detector can track
the envelope of these modulated RF signals depends on its response bandwidth. Figure 53 depicts the response
bandwidth of the LMH2121. The plot shows the output as a function of a varying amplitude modulation frequency
where the output is normalized to 0 dB at low modulation frequency.
Figure 53. Response Bandwidth
The response bandwidth of the LMH2121 is about 2 MHz for 0 dBm input power level.
SPECIFYING DETECTOR PERFORMANCE
The performance of the LMH2121 can be expressed by a variety of parameters. This section discusses the key
parameters.
Dynamic Range
The LMH2121 is designed to have a predictable and accurate response over a certain input power range. This is
called the dynamic range (DR) of a detector. For determining the dynamic range a couple of different criteria can
be used. The most commonly used ones are:
•
Linear conformance error, ELC
•
Variation over temperature error, EVOT
The specified dynamic range is the range over which the specified error metric is within a predefined window. An
explanation of these errors is given in the following sections.
Linear Conformance error
The LMH2121 implements a linear detection function. In order to describe how close the transfer is to an ideal
linear function the linear conformance error is used. To calculate the linear conformance error the detector
transfer function can be modeled as a linear function between input power in dBm and output voltage in dBV.
The ideal linear transfer is modeled by 2 parameters:
•
Slope, KSLOPE
•
Intercept, PINT
and is described by:
VOUT = KSLOPE (PIN - PINT)
(12)
where VOUT is the output voltage in dBV, KSLOPE is the slope of the function in dB/dB, PIN the input power level in
dBm and PINT is the power level in dBm at which the function intersects VOUT = 0 dBV = 1V (See Figure 54).
Copyright © 2012–2013, Texas Instruments Incorporated
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