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TMCS1100 Datasheet(PDF) 27 Page - Texas Instruments

No. de pieza TMCS1100
Descripción Electrónicos  TMCS1100 1% High-Precision, Basic Isolation Hall-Effect Current Sensor With 짹600-V Working Voltage
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Fabricante Electrónico  TI1 [Texas Instruments]
Página de inicio  http://www.ti.com
Logo TI1 - Texas Instruments

TMCS1100 Datasheet(HTML) 27 Page - Texas Instruments

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Time (4Ps/div)
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45
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75
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90
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IIN
V1
V2
Time (s)
0
-5
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1.5
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-1
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0
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3.5
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.00005
.0001
.00015
.0002
.00025
D015
VOUT
Input Current
VOUT, 100 kHz Filter
27
TMCS1100
www.ti.com
SBOS820A – SEPTEMBER 2019 – REVISED JUNE 2020
Product Folder Links: TMCS1100
Submit Documentation Feedback
Copyright © 2019–2020, Texas Instruments Incorporated
Feature Description (continued)
9.3.3.4 Transient Response
The TMCS1100 signal chain includes a precision analog front end followed by a sampled integrator. At the end
of each integration cycle, the signal propagates to the output. Depending on the alignment of a change in input
current relative to the sampling window, the output might not settle to the final signal until the second integration
cycle. Figure 43 shows a typical output waveform response to a 10kHz sine wave input current. For a slowly
varying input current signal, the output is a discrete time representation with a phase delay of the integration
sampling window. Adding a first order filter of 100kHz effectively smooths the output waveform with minimal
impact to phase response.
Figure 43. Response Behavior to 10kHz Sine Wave Input Current
Figure 44 shows two transient waveforms to an input-current step event, but occurring at different times during
the sampling interval. In both cases, the full transition of the output takes two sampling intervals to reach the final
output value. The timing of the current event relative to the sampling window determines the proportional
amplitude of the first and second sampling intervals.
Figure 44. Transient Response to Input-Current Step Sufficient for 1-V Output Swing
The output value is effectively an average over the sampling window; therefore, a large-enough current transient
can drive the output voltage to near the full scale range in the first sample response. This condition is likely to be
true in the case of a short-circuit or fault event. Figure 45 shows an input-current step twice the full scale
measurable range with two output voltage responses illustrating the effect of the sampling window. The relative
timing and size of the input current transition determines both the time and amplitude of the first output transition.
In either case, the total response time is slightly longer than one integration period.


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