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IPC TM-650 2.5.14A

Resistivity of Copper Foil

Organization:
IPC - Association Connecting Electronics Industries
Year: 1976

Abstract: Purpose: This test method covers procedures for determining the electrical resistivity of copper foil. It provides for an accuracy of ± 0.30 percent of test specimens having a resistance of 0.00001 ohm (10 microhms) or more.
Definition: Resistivity is the electrical resistance of a body of unit length and unit cross-sectional area or unit weight. Volume resistivity is commonly expressed in ohms for a theoretical conductor of unit length and cross-sectional area; in English units in ohm–circular mil/ft and in metric units in ohm–mm2/meter. It may be calculated by the following formula:
p. = A L R
where: p. = volume resistivity in ohm–circular mil/ft or ohm–mm2 /meter, A = cross-sectional area in circular mils, or sq mm, L = gauge length, used to determine R, in ft, or m, and R = measured resistance in ohms. Weight resistivity is commonly expressed in ohms for a theoretical conductor of unit length and weight. The method for calculating weight resistivity, based on resistance, length, and weight measurements, of a test specimen is given in Note 2.
URI: https://lib.yabesh.ir/std/handle/yse/147843
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    IPC TM-650 2.5.14A

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contributor authorIPC - Association Connecting Electronics Industries
date accessioned2017-09-04T17:24:37Z
date available2017-09-04T17:24:37Z
date copyright08/01/1976
date issued1976
identifier otherCFQJCAAAAAAAAAAA.pdf
identifier urihttps://lib.yabesh.ir/std/handle/yse/147843
description abstractPurpose: This test method covers procedures for determining the electrical resistivity of copper foil. It provides for an accuracy of ± 0.30 percent of test specimens having a resistance of 0.00001 ohm (10 microhms) or more.
Definition: Resistivity is the electrical resistance of a body of unit length and unit cross-sectional area or unit weight. Volume resistivity is commonly expressed in ohms for a theoretical conductor of unit length and cross-sectional area; in English units in ohm–circular mil/ft and in metric units in ohm–mm2/meter. It may be calculated by the following formula:
p. = A L R
where: p. = volume resistivity in ohm–circular mil/ft or ohm–mm2 /meter, A = cross-sectional area in circular mils, or sq mm, L = gauge length, used to determine R, in ft, or m, and R = measured resistance in ohms. Weight resistivity is commonly expressed in ohms for a theoretical conductor of unit length and weight. The method for calculating weight resistivity, based on resistance, length, and weight measurements, of a test specimen is given in Note 2.
languageEnglish
titleIPC TM-650 2.5.14Anum
titleResistivity of Copper Foilen
typestandard
page3
statusActive
treeIPC - Association Connecting Electronics Industries:;1976
contenttypefulltext
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