ASTM B84 - 07 (2025) 精密电阻器用合金丝温度电阻常数的标准试验方法

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那山那人那狗 2026-09-07 8 213.47KB 5 页 24星币
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Designation: B84 07 (Reapproved 2025)
Standard Test Method for
Temperature-Resistance Constants of Alloy Wires for
Precision Resistors
1
This standard is issued under the fixed designation B84; the number immediately following the designation indicates the year of original
adoption or, in the case of revision, the year of last revision. A number in parentheses indicates the year of last reapproval. A superscript
epsilon (´) indicates an editorial change since the last revision or reapproval.
1. Scope
1.1 This test method covers determination of the change of
resistance with temperature of alloy wires used for resistance
standards and precision resistors for electrical apparatus.
1.2 The values stated in SI units are to be regarded as
standard. No other units of measurement are included in this
standard.
1.3 This standard does not purport to address all of the
safety concerns, if any, associated with its use. It is the
responsibility of the user of this standard to establish appro-
priate safety, health, and environmental practices and deter-
mine the applicability of regulatory limitations prior to use.
1.4 This international standard was developed in accor-
dance with internationally recognized principles on standard-
ization established in the Decision on Principles for the
Development of International Standards, Guides and Recom-
mendations issued by the World Trade Organization Technical
Barriers to Trade (TBT) Committee.
2. Significance and Use
2.1 Procedure A covers the determination of the equation of
the curve relating resistance and temperature where the curve
approximates a parabola. This test method may be used for
wire of any metal or alloy over the temperature interval
appropriate to the material.
2.2 Procedure B covers the determination of the mean
temperature coefficient of resistance for wire of any metal or
alloy over the temperature interval appropriate to the material.
3. Apparatus
3.1 The apparatus for making the test shall consist of one or
more baths for maintaining the specimen at the desired
temperatures; thermometers for measuring the temperatures of
the baths; and suitable means for measuring the resistance of
the specimen. Details of the apparatus are given in Sections 4
to 6.
4. Baths
4.1 Baths for use from −65 °C to +15 °C may consist of
toluol, or equivalent.
4.2 Baths for use above 15 °C to 250 °C may consist of
chemically neutral oils with a low viscosity, having a flash
point at least 50 °C higher than the temperature of use.
4.3 The liquid in these baths shall be of such quantity and so
well stirred that the temperature in the region occupied by the
specimen and the thermometer will be uniform within 0.5 °C
for any temperature between −65 °C and +100 °C, and within
1.0 °C for any temperature above 100 °C to 250 °C. If the
temperature range is less than 100 °C, the uniformity of
temperature shall be proportionately closer.
NOTE 1—It is recommended that a solvent bath at room temperature
shall be used to rinse specimens before immersion in any temperature
bath.
5. Temperature Measurement Apparatus
5.1 The temperature shall be measured to an accuracy of
60.5 °C, or 1 % of temperature range, whichever is smaller.
6. Resistance Measurement Apparatus
6.1 The change of resistance of the specimen shall be
measured by apparatus capable of determining such changes to
0.001 % of the resistance of the specimen if the temperature
range is 50 °C or more. If the temperature range is less than
50 °C, the accuracy of the resistance change measurements
shall be correspondingly greater.
6.2 The connections from the specimen to the measuring
device shall be such that changes in the resistance of these
connections due to changes in their temperature do not
appreciably affect the measurement of the change in resistance
of the specimen.
6.3 The temperature of the measuring apparatus shall not
change during the test by an amount sufficient to introduce
appreciable errors in the results. With apparatus of good
quality, a change in 1 °C in room temperature is allowable.
1
This test method is under the jurisdiction of ASTM Committee B02 on
Nonferrous Metals and Alloys and is the direct responsibility of Subcommittee
B02.10 on Thermostat Metals and Electrical Resistance Heating Materials.
Current edition approved July 1, 2025. Published July 2025. Originally approved
in 1931. Last previous edition approved in 2019 as B84 07 (2019). DOI:
10.1520/B0084-07R25.
Copyright © ASTM International, 100 Barr Harbor Drive, PO Box C700, West Conshohocken, PA 19428-2959. United States
This international standard was developed in accordance with internationally recognized principles on standardization established in the Decision on Principles for the
Development of International Standards, Guides and Recommendations issued by the World Trade Organization Technical Barriers to Trade (TBT) Committee.
1
6.4 The test current shall not be of such a magnitude as to
produce an appreciable change in resistance of the specimen or
measuring apparatus due to the heating effect. To determine
experimentally that the test current is not too large, the
specimen may be immersed in a bath having a temperature at
which it has been found that the wire has a relatively large
change in resistance with temperature. Apply the test current
and maintain until the resistance of the specimen has become
constant. Then increase the current by 40 % and maintain at
this value until the resistance has again become constant. If the
change in resistance is greater than 0.01 %, the test current is
too large and shall be reduced until the foregoing limitation is
reached.
6.5 The measurements shall be made in such a way that the
effects of thermoelectromotive forces and parasitic currents are
avoided. When these effects are small, the resistance of the
specimen may be obtained by either of the following methods:
6.5.1 Obtain the galvanometer zero with the galvanometer
key open. Balance the bridge both with the direct and reversed
connection of the battery, the average value of the two results
being the resistance of the specimen.
6.5.2 Obtain the zero of the galvanometer with the galva-
nometer key closed and the battery key opened. A single
balance of the bridge is then sufficient to obtain the resistance
of the specimen.
7. Sampling
7.1 Take one test specimen from each continuous length of
the material to be tested.
8. Test Specimen
8.1 The test specimen shall be of a length that will give a
resistance that can be measured to the required accuracy.
8.2 If the wire is insulated, it may be wound in a circular,
open coil not less than 50 mm in diameter.
8.3 If the wire is not insulated, it may be wound on an
insulating form of a type that will not introduce strains in the
wire when subjected to temperature changes.
8.4 The tension used in winding shall be no more than
sufficient to produce a neat coil of insulated wire or to prevent
the touching of adjacent turns when bare wire is wound on an
insulating form.
8.5 For fine wires of sufficiently high-resistivity alloys,
straight wire specimens may be used. Precautions should be
taken to avoid the introduction of strains in the sample during
preparation.
9. Terminals
9.1 For specimens having a resistance so large that the
resistance of the leads is negligible, a copper wire may be
brazed, soldered, or welded to each end of the specimen for use
as a terminal. The resistance of the copper terminals shall be
less than 0.02 % of the resistance of the specimen.
9.2 If the resistance of the specimen is less than 10 , so
that it is necessary to use both current and potential terminals
in measuring the resistance, two copper wires may be brazed,
soldered, or welded to each end of the specimen for use as
terminals. The terminals shall be placed so that the measured
potential does not include the potential drop in the current
connections.
9.3 In coils made of fine wire where there is not sufficient
rigidity in the coil itself to furnish a satisfactory support for the
terminals, short lengths of thin glass or ceramic rods may be
found across the coil to act as struts and furnish an anchorage
for the terminals.
10. Preliminary Treatment of Specimen
10.1 The finished specimen shall be subjected to a baking
treatment as necessary to stabilize the resistance of the speci-
men. For manganin the treatment shall be at 140 °C 610 °C
continuously for a period of 48 h.
11. Procedure A
11.1 Connect the test specimen in the measuring circuit and
submerge entirely in the bath. For a check on the constancy of
the specimen, make an initial resistance measurement at 25 °C.
Raise the temperature of the bath or transfer the specimen to a
bath maintained constant at the highest temperature at which
measurements are to be made. When the specimen has attained
a constant resistance, record the reading of the measuring
device and the temperature of the bath.
11.2 Decrease the temperature of the test specimen to the
next lower temperature either by cooling the bath and main-
taining it constant at the next lower temperature, or by
removing the specimen to another bath maintained at the lower
temperature. When the resistance of the specimen has become
constant, again make observations of resistance and tempera-
ture.
11.3 In this manner, make a series of determinations of the
change of resistance with temperature for the desired descend-
ing temperature range, measurements being taken at intervals
of approximately 10 % of the temperature range or any
temperature interval specified by agreement between producer
and consumer.
11.4 Test at not less than four temperatures.
11.5 Note the temperature of the measuring apparatus at
frequent intervals during the test of each specimen.
12. Procedure B
12.1 See Section 11, except 11.4. Tests shall be made at not
less than three temperatures, including 25 °C.
13. Resistance-Temperature Equation
13.1 Express the results in terms of the constants in an
equation of the following form:
R
t
5R
25
@
11α
~
t225
!
1β
~
t225
!
2
#
(1)
where:
R
t
= resistance of the specimen in ohms at temperature,
°C, t,
R
25
= resistance of the specimen in ohms at the standard
temperature of 25 °C,
B84 − 07 (2025)
2
t= temperature of specimen, °C, and
αand β= temperature-resistance constants of the material.
Temperature of maximum or minimum resistance
= 25°C − (α⁄2β)
NOTE 2—This equation will yield either a maximum or a minimum,
depending on which exists in the temperature range in question. However,
this equation is normally used for those alloys such as manganin, having
a temperature-resistance curve approximating a parabola with a maximum
near room temperature.
14. Calculation of Constants
14.1 The values of α,β, and R
25
may be determined by
selecting the measured values of R
t
at three well-separated
temperatures, inserting the values of R
t
and tin the above
equation to form three equations, and solving simultaneously
the three equations for R
25
,α, and β.
14.2 When the measurements have not been made at exactly
25 °C, or at other suitable temperatures, the calculation may be
simplified by plotting a curve from the observed values of
resistance and temperature, from which curve R
25
may be read
directly. Two additional points may then be selected on the
curve, preferably one at t
1
, at least 5 °C below the reference
temperature of 25 °C, and a second temperature, t
2
near the
highest temperature measured but satisfying the following
relation:
K
~
25 2t
1
!
5t
2
225 5Kt(2)
where Kis, for ease of calculation, generally taken as an
integer.
NOTE 3—Example: If t
1
is 10 °C below the reference temperature then
t
2
should be 10 °C or 20 °C or 30 °C etc., above the reference temperature
for greatest ease of calculation, so that K= 1 or 2 or 3, respectively.
14.3 If R
1
is the resistance at the temperature t
1
, and R
2
is
the resistance at the temperature t
2
, then:
α5
@
~
R
2
2R
25
!
2K
2
~
R
1
2R
25
!
#
/R
25
K
~
K11
!
t(3)
β5
@
K
~
R
1
2R
25
!
1
~
R
2
2R
25
!
#
/R
25
K
~
K11
!~
t
!
2
(4)
If K= 1, this simplifies to:
α5
~
R
2
2R
1
!
/2R
25
t(5)
β5
~
R
1
1R
2
22R
25
!
/2R
25
~
t
!
2
(6)
If, instead of measuring the actual resistances at the different
temperatures, the change in resistance relative to the resistance
at 25 °C is measured, the above equations take a slightly
different form, as follows: Let R
1
represent the change in
resistance in ohms per ohm in going from 25 °C to t
1
, and R
2
the similar change in going from 25 °C to t
2
. That is:
R
1
5
~
R
1
2R
25
!
/R
25
(7)
and
R
2
5
~
R
2
2R
25
!
/R
25
(8)
Then
α5
~
R
2
2K
2
R
1
!
/K
~
K11
!
t(9)
β5
~
KR
1
1R
2
!
/K
~
K11
!~
t
!
2
(10)
If K= 1, this simplifies to:
α5
~
R
2
2R
1
!
/2t(11)
β5
~
R
1
1R
2
!
/1
~
t
!
2
(12)
NOTE 4—A useful alternative method of calculation is presented as
follows: The resistance-temperature equation is referred to 0 °C, and
relative resistance values are used. For example, over the useful range
from 15 °C to 35 °C, the resistance-temperature curve of manganin is
parabolic and of the form:
P
t
5P
0
1At1Bt
2
(13)
where:
P
t
= %, ratio of the resistance of the specimen at t°C to the resistance
of the standard resistor at 25 °C, expressed in percent,
P
0
= %, ratio of the resistance of the specimen at 0 °C to the resistance
of the standard resistor at 25 °C, expressed in percent, and
Aand Bare constants calculated from resistance measurements made at
different temperatures. One method of measurement used in production
testing is to compare the resistance of the test sample to that of a stable
resistor of known characteristics maintained at reference temperature
25 °C. The resistance is approximately the same as the test sample and
measurements usually are made directly in percentages (for example,
100.008 %). If measurements are made at four temperatures t
1
, t
2
, t
3
,and
t
4
between 15 °C and 35 °C, and the corresponding ratios of test sample
resistance to standard resistor are measured in percentages as P
1
, P
2
, P
3
,
and P
4
, then the constants Aand B, the peak temperature, and temperature
coefficient may be calculated from the following equations:
A51
2
F
P
3
2P
1
t
3
2t
1
1P
2
2P
1
t
4
2t
1
2
~
t
3
1t
r
12t
1
!
G
(14)
B5
P
3
2P
1
t
3
2t
1
1P
4
2P
1
t
4
2t
1
22P
2
2P
1
t
2
2t
1
t
3
1t
4
22t
2
(15)
The peak temperature is (A/2B) and the temperature coefficient be-
tween temperature tand the peak temperature in percent per degree
Celsius is (A+ 2Bt)/2. Then
α5
~
A150B
!
/100 (16)
β5B/100 (17)
15. Procedure A—Report
15.1 Report the following information:
15.1.1 Identification of specimen,
15.1.2 Description of material and its insulation,
15.1.3 Length of wire in specimen and approximate
resistance,
15.1.4 Tabular list of resistances and temperatures in the
order taken,
15.1.5 Temperature of measuring apparatus and room at
start and finish of test,
15.1.6 Values of tand Rused in calculating αand β,
15.1.7 Values calculated for the temperature-resistance con-
stants αand β, and
15.1.8 Temperature of the specimen at which the change of
resistance with temperature is zero, if such occurs within the
measured range.
16. Procedure B—Report
16.1 Report the following information:
16.1.1 Identification of specimen,
16.1.2 Description of material and its insulation,
16.1.3 Length of wire in specimen and approximate
resistance,
16.1.4 Tabular list of resistance and temperatures in the
order taken,
B84 − 07 (2025)
3
摘要:

ASTM B84 - 07 (2025) 是一项由美国材料与试验协会发布的标准试验方法,专门用于测定精密电阻器用合金丝的电阻温度常数。该标准适用于制造精密电阻器所需的金属合金丝材,通过规定统一的测试条件与计算程序,评估合金丝在温度变化下电阻值的相对稳定性,即温度电阻常数。这一参数对于确保电阻器在精密仪器、电子电路及计量设备中的长期可靠性与温度补偿性能至关重要。标准详细描述了试验装置、试样制备、测试温度范围、电阻测量步骤以及数据处理方法,旨在帮助用户准确、可重复地获得合金丝的温度系数特性。该方法对

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作者:那山那人那狗 分类:国外协会 价格:24星币 属性:5 页 大小:213.47KB 格式:PDF 时间:2026-09-07

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