Keithley 4631-1,0 Datasheet

Page 1
Number 1138

Switching in Multipoint Testing

Switching in Multipoint Testing
Selection of suitable switching is an extremely important but sometimes under-emphasized function in the process of measure­ment system design. Switch selection is, in fact, no less critical than the selection of system instrumentation or the design of the test interface.
The objective of any system design is to transfer the accu­racies and specified performance of system instrumentation to the Unit Under Test (UUT). These specifications are guaranteed only at the instrument terminals. To complete the test procedure, it may be necessary to insert meters of cable, complex switching, and a unique test interface between the system instrumentation and the UUT. The system designer must deal with errors created by cabling, connections, measurement techniques, and system switching. Add the need to accommodate the designer’s worst­case measurement situation, and achievement of the test objec­tive becomes extremely difficult.
This application note describes the use of currently avail­able switching equipment in typical system measurement situa­tions—accommodating or compensating as much as possible for error from various sources. Covered in some detail are system temperature measurements, resistance measurements, high volt­age switching, and matrix switching.

System Temperature Measurements

Temperature is often measured in test systems, environmental chambers, automated processes, etc. The fundamental properties being sensed are electrical characteristics, which vary predict­ably with temperature. Resistance temperature detectors (RTDs), thermistors, and thermocouples are all common sensors suitable for such applications. Adetailed discussion of each sensor type can be found in Application Note #401.
The most common temperature sensor in measurement sys­tems is the thermocouple because it is durable, inexpensive, and covers a broad measurement range from about –50°C to 1800°C. In using thermocouples, however, the test engineer is faced with unique problems in dealing with microvolt-level signals. It is difficult to control these levels and to obtain repeatability and accuracy, even in a simple bench setup.
Thermoelectric offset voltages are present in every connec­tion and termination because of the thermoelectric properties of the materials involved. Each connection and switch contact is basically a thermocouple. Thermoelectric offset voltages can
create measurement errors of several degrees; steps must be taken to recognize, control, and minimize these error sources.
In addition, a thermocouple produces an EMF proportional to the difference in temperature from end to end. Therefore, the temperature to be measured cannot be determined unless the temperature is known at the cold junction. For this reason, a tem­perature reference must be provided.
The reference must be held at or as near as practical to the temperature of the thermocouple cold junction. This is generally accomplished by mounting the terminal connector and the refer­ence device in one thermally conductive block.
The System Solution
There are at least three ways to use thermocouples for multipoint temperature measurements. The method chosen depends on the “acceptable measurement uncertainty.”
1. Direct without Compensation. The method shown in Figure
1 is simple and can provide adequate accuracy in monitoring
high temperatures (typically above 300°C). The computing power of the controller is used to convert the voltage output of the sensor to a temperature value, and to insert a constant reference temperature into the conversion equation. This assumed reference may be valid in well controlled operating environments.
The major error is the difference between the constant temperature assumed for the thermocouple reference and the actual temperature at the terminal block (∆T
A
in Figure 1).
If the difference is no greater than ±6°C, the additional error in monitoring temperatures above 300°C is less than 2%. An error of this magnitude may be acceptable in many applications.
Application Note
Series
Figure 1: Direct Multipoint Temperature Measurement without Compensation
7001/7002 Switch System
Switch
T
+ ∆T
S
2
A
2
T
1
T
2
T
N
7011 Switch Card
Assumed T
.
∆T
A
e
≤ × 100%
A
T
1
.
≤ 2% for T
e
A
T
= ±6°
T
A
Measurement
2001 DMM
Copper Wire
and ∆T
S
1
S
IEEE-488
A
Maximum Additional
= 300°
= 30°
Error
Controller
Page 2
2. Compensation without Isothermal Block. When better accu-
racy is required, the temperature must be sensed at the ther­mocouple reference end. This can be accomplished by mount­ing a thermistor, RTD or semiconductor temperature sensor near the termination. These reference sensors, unlike thermo­couples, provide outputs that represents the temperature at the point of interest, rather than the relative temperature differ­ence between two points.
This method improves accuracy, since there is a temperature detector near the thermocouple termination. The temperature detector allows for fluctuation in the operating environment at the reference end of the thermocouple. There is still a major uncertainty, however, with respect to the temperature difference between the temperature sensor and the thermocouple termina­tion (∆TBin Figure 2). That temperature difference is uncon- trolled and may vary substantially due to the location of con­vection and radiation heat sources, and also because of heat conducted in electrical traces.
Note that with this method, the DMM must be switched to the resistance mode to monitor the value of the reference sensor. Also, the controller must be programmed with the characteris­tic equations to convert signals from both the thermocouple sensor and the reference sensor.
3. Compensation with Isothermal Block. Using an isothermal block (Figure 3) ensures that the temperatures at the thermo­couple terminations differ by no more than a fraction of a degree from the reference sensor temperature. This arrange­ment reduces the number and magnitude of system uncertain­ties and provides the best measurement accuracy.
In a typical application as presented in Figure 4, the
DMM reads the thermocouple and reference voltages; the DMM then converts voltages to temperature values. The Model 2001 DMM HI/LO limits can be set to control the Digital I/O and therefore control the heater. This same system may be extended to control or monitor up to 78 temperature points. Those channels not dedicated to thermocouple sensors can be used to monitor other signals and system test points. Figure 5 illustrates a typical reference and thermocouple measurement configuration.
Figure 2: Multipoint Temperature Measurement without Isothermal Block
Figure 3: Multipoint Temperature Measurement with Isothermal Block
Figure 4: Automatic Control of Oil Bath Temperature
Summary of Thermocouple System Uncertainties
System Uncertainty Design Considerations
1. Thermoelectric Offset • Select conducting materials with low
Voltages thermal characteristics. Clean copper wire
is very good.
• Match thermal characteristics of materials
brought together in any connection.
• Shield connections from all heat sources
(radiation, conduction, convection).
• Maintain gas-tight connections. Metal
oxides typically have much higher EMFs.
• Select quality low thermal switching.
2. Reference Temperature • Accuracy of the reference temperature
sensor is directly related to the degree of system error.
• Isothermal block construction minimizes
errors created by differences between the measured reference temperature and the temperature at thermocouple terminations.
3. Measurement Instrument • Stability, sensitivity, and accuracy of the
instrument directly affect measurement accuracy.
4. Thermal Curve Conformity • Thermocouples that have undergone ther-
mal shocks, mechanical stress, and aging can exhibit errors approaching ±2°C from standard tables and curves.
7001/7002 Switch System
T
1
T
2
- 1
T
N
T
Sensor
7011 Switch Card
2
2
2
2
S'
2Temp
.
TS = T
' ± T
S
.
∆T
e
≤ × 100%
B
T
1
.
e
≤ 0.7% for T1 = 300°
A
T
Measurement
2001 DMM
Copper Wire
Assumed ∆T
B
B
IEEE-488
Maximum Additional
= ± 2°
B
Controller
B
Error
7001/7002 Switch System
T
1
T
2
Isothermal
Block
- 1
T
N
Temp
Ref
Device
7014 Thermocouple Switch
2
2
2
2
Isothermal Block Assures ∆T Reference Accuracy Specified ≤ ± 0.25°C Total Switch Uncertainty ≤ ± 0.30°C
0.30
= × 100% for T1 = 300°C
e
C
300
= 0.1% Max. Add'l Error
e
C
Measurement
2001 DMM
2182
Nanovoltmeter
Copper Wire
IEEE-488
≤ ± 0.05°C
C
Controller
Thermocouple
IEEE-488
= CH. 1
2001
DMM
I/O
Controller
Stir
Oil
Bath
T
J
Driver
CH. 2 REF
7014
7001 Scanner
Page 3

Resistance Measurements

Applications for resistance measurements in systems are numer­ous. They range from network and device testing to the testing of backplanes and interconnects, as well as the use of platinum resistance temperature detectors (PtRTDs) or thermistors.
Four-wire resistance measurements are used most often in system applications to overcome errors introduced by cabling and switch contact resistances. These effects are especially both­ersome in the measurement of resistance values at 1kΩ and below. One ohm of cable and contact resistance in a convention­al 2-wire circuit adds a 0.1% error to the 1kΩ measurement.
The effect of this cable and contact resistance (RC) is shown in Figure 6. The DMM outputs a current, IX, which develops a meter voltage, VM, proportional to the sum of the unknown resistance and the series connection resistance RC. The value of RCcould be measured separately by replacing RXwith a short; RXis then determined by subtracting RCfrom the two­wire measured value. While this may be practical for a manual test, system testing uses a wide range of signal channels, relays, and cabling. Each measurement path would require a separate characterization of RC, an impossible and unnecessary task.
A four-wire resistance measurement, often called a Kelvin measurement, is most common in system environments as a means of avoiding series resistance errors. See Figure 7.
Ignoring for the moment the voltage (VTH) in Figure 7, a current, IX, is still generated by the DMM from the Ω source ter­minals. Aseparate voltage sensing circuit uses the characteristic
high input impedance of the voltmeter. The sense current, I
S
, is the input current of the voltmeter, and for all practical purposes can be considered to be zero. Therefore, no voltage attributable to ISis developed in the sense circuit, and voltage, VX, is propor­tional exclusively to the unknown resistance.
In precision measurements or very low resistance measure-
ments, there are additional considerations. For example, make a measurement of a 1Ω resistance with 0.1% accuracy. Use a 51⁄2­digit DMM on the lowest range (200Ω full scale) and a source current, IX, of 10mA. The result would be:
VX= 10mV + V
TH
from the equation in Figure 7. Now assume that the thermo­electric offset voltage, VTH, is 30µ V. This condition results in an additional measurement error of 0.3%. For low resistances, as in thermistor temperature measurements, the system designer must determine—in addition to the accuracy of the DMM—the acceptable measurement uncertainty, and select appropriate low voltage switching and interconnect circuitry. Applications involving thermistors require low source current to minimize self heating. The Model 2001 has high resolution and low source current to minimize this source of error.
A good, low thermal design can achieve thermoelectric offsets of only a few microvolts. These effects can be neutralized by techniques such as measuring and subtracting the offset, or using an alternating current for IX, to further improve on the accuracy of low resistance measurements.
Model 2001 has a feature called “offset compensated ohms” that reduces this effect. It takes two readings to give the compensated reading, one reading with the test current applied and one reading with no test current.
With no test current applied, the only voltage to be mea­sured is the thermal EMFs in the circuit. With this measured, it can be algebraically subtracted from the first reading. This pro­vides an “offset compensated” measurement.
Isothermal
Figure 5: Typical Reference and Thermocouple Measurement Configuration
Figure 7: Four-Wire Resistance Measurement
Figure 6: Two-Wire Resistance Measurement
Block
T
A
T
J
T
B
Temp
REF
Device
T
R
V
TC
C
U
C
U
V
V
REF
M
2001 DMM
R
C
DMM V
VM = (R
C
M
Switch and
Interconnect
+ R
) I
% Error = × 100%
X
X
I
X
R
X
R
C
R
X
R
C
V
DMM
VX = ISRC + IXR
≈ I
V
X
% Error = × 100%
M
V
X
XRX
+ V
V IXR
Switch and
Interconnect
+ V
X
TH
TH
X
R
C
V
TH
TH
I
X
R
X
I
≈ 0
S
Page 4

Low Current Measurements

Full characterization of semiconductor devices requires a broad dynamic range (as many as 12 decades) of current stimuli and measurement. Leakage currents of FET gates and reverse biased junctions are well below 1nA. Insulation resistance of capacitors, PC boards, cables, and harnesses can also be determined using low current measurements. The measurement of these signals requires some precautions, even in a manual setup. In a system, the switching card becomes a critical element. It is advisable to keep the following points in mind when selecting a switch to make current measurements at levels below 1µ A:
1. The current switching configuration should be capable of maintaining a complete path when the circuit is not being measured.
2. There must be very high isolation (>10
13
Ω minimum)
between adjacent channels and between the relay drive and the measurement channels. Such an arrangement minimizes extraneous current paths, which may introduce error currents into the measurement, especially noticeable below 1nA.
3. Provision for shielding is required, since the high impedance circuitry is susceptible to pickup of spurious radi­ated noise. Relay controls should be shielded from the coil to minimize induced noise from the relay drive power supply.
Presented in Figure 8 is a generalized leakage test system
in which a bias voltage, V
A
, is applied across each test device and leakage currents are measured with an electrometer. The low current switching card introduces less than 1pA of current into
the measurement circuit. The devices could be transistors, diodes, or a multipin IC package where leakage currents into certain nodes must be determined with other nodes in a known state. DUT 1–10 may also represent a resistor network in which isolation between circuits must be determined. Capacitor leakages can be measured, as described in detail in Application Note #120.
Construction techniques, materials, and cleanliness are critical factors in the design of the low current interconnect. The major contributors to error currents above 1pA are:
• Leakage currents. Effects can be reduced by selection of
proper insulating materials, guarding, and cleanliness.
• Triboelectric currents. This noise source can be reduced
by using special low-noise cable and securing the inter­connect to minimize movement.
• Electrochemical current. Thorough cleaning of joints
and surfaces to remove electrolytic residue including PC etchants, body salts, and processing chemicals will mini­mize the effect of these parasitic batteries.
Other current sources, including piezoelectric, dielectric, photoelectric, and thermoelectric effects may also contribute to error in low current measurements. Additional information on these source problems and other related low current data are provided in Keithley’s Catalog and Reference Guide and Low Level Measurements Handbook. The critical sources of current error are dependent on the levels and types of measurement being performed.
Figure 8: Automated Leakage or High Resistance Testing. The Model 6517A has an isolated voltage source that can be used to stimulate the device under
test. The Model 6517A can then measure the developed current.
Low Current Switch
I
M
6517A
Voltage
Source
+
V
A
-
DUT 1
DUT 2
IL < 1pA
DUT 10
6517A
Electrometer
Application:
I
GSS
on PN Junctions
I
R
on Capacitors
I
L
R = High MEG Resistors
on FETs
V
A
I
M
7158 Low Current Switch
7001 Switch System
Controller
IEEE-488
Page 5

High Voltage Switching

Many procedures and parametric tests (such as insulation resist­ance testing on cables, harnesses, and PC boards, high-pot test­ing, and breakdown testing on semiconductors) require voltages from 500V to 1000V. Often these requirements are specified as part of a standardized test method such as MIL-STD-833C.
Since transients can be generated in the switching of high voltages, it is also generally required that the application of volt­age be increased at a specified maximum rate. Because program­mable high voltage supplies are not readily available, manual methods are often used to apply the test voltage in a controlled manner. Manual methods generally consist of adjusting a poten­tiometer or front panel control on the supply, a very loosely con­trolled situation. These methods are time consuming and can be hazardous to the operator unless safety interlocks are carefully designed.
An alternative is to approximate linear application of volt­age, using a Model 7054 High Voltage Scanner Card and a con­stant voltage supply. The circuit illustrated in Figure 9 charges capacitor C to voltages from taps on the divider networks. The charge rate is predictable and controlled. Maximum dV/dt at the DUT can be controlled through design selection of R and C, and system timing of the relay closures. Steps may be of any size, depending on the number of taps on the divider network.
The controller can read the status of safety interlocks through the digital I/O port on the Model 7001 Switch System to assure safe testing. Values for R
1
through R9are selected to
approximately equalize the RC response between taps. R
B
is a bleeder resistor selected to bleed charge safely from capacitor C at the completion of testing.

Matrix Switching

The matrix switch is commonly used in large systems. Its ability to connect any input to any output through only one set of con­tacts assures maximum flexibility in configuring system mea­surements. Using a matrix, connections and circuits can be com­pleted at the test interface or within the matrix. System checks
and validation can be performed in the matrix without external hardware. For example, the DMM in Figure 10 can be used to monitor voltages at any test interface point in columns 1 through
12. The voltages’ source can be measured by connecting it with the DMM via the same column inside the matrix. Amatrix com­bines a complex set of switching applications into one array. The Model 707A is a matrix mainframe that has switching cards that
are 8×12 matrices. These cards can be cascaded to increase the number of rows and columns for an even more powerful array of switching capability.
Caution is advised in regard to matrix switching. Benefits gained through switching flexibility can be offset by catastrophic situations if care is not taken to verify all signal path­ways. Closure of incorrect matrix crosspoints may produce internal shorts that can damage the relays, DUT, or system’s instrumentation. It is therefore imperative that the test designer know and verify each cross­point configuration during test devel­opment before proceeding with “power up” testing.
Figure 9: Uniform High Voltage Application for Breakdown and Isolation
Testing
Figure 10: Uniform High Voltage Application for Breakdown and Isolation Testing
7054
High Voltage
Card
R
248
High
Voltage
Source
Controller
+
VA = 1000V
-R
R ≈ 1.1MΩ
To other
Instrumentation
IEEE-488
1
CH. 1
R
2
R
R
CH. 2
R
3
CH. 3
R
9
CH. 9
R
B
CH. 10
7001 Switch System
C
I/O
DUT
+5V
Safety
Interlock
Device Under Test
Column
1 23456 78
Row
2001 DMM
6517A
Electrometer
220 I-Source
230 V-Source
Function
Generator
A B C D E
F G
H
I
7071 Matrix Card in Model 707A Switching Mainframe
9 10 11 12
Crosspoint Schematic
HI
LO
Guard
Page 6
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© Copyright 1999 Keithley Instruments, Inc. No. 1138 Printed in the U.S.A. 59910KAP
Specifications are subject to change without notice.
All Keithley trademarks and trade names are the property of Keithley Instruments, Inc. All other trademarks and trade names are the property of their respective companies.
The general case for system switching is illustrated in
Figure 11. As implied by its position in the diagram, switching is central to good system design.
Careful consideration of switch characteristics is essential to optimize performance of the measurement system. Once the switch is selected, the application of basic measurement princi­ples will assure reliable and accurate measurement of circuit parameters.

Conclusion

When designing a measurement system, selection of the switch is as critical as the selection of system instrumentation or the design of the test interface. The intended application must be thoroughly considered and the switch selected must meet the requirements of the application. Careful attention to detail and to the basic principles of measurement can assure system accuracy and performance.
Figure 11: Application of Matrix Capability in a General Purpose Test System
Device Under Test
Test Interface
1 2
3
Stimuli Switching Measurement
IEEE-488
Controller
4
5
6
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