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Features and Application Notes
A-COPPER 11 is used as negative leg for the compensating lead
for thermocouple types Pt10Rh-Pt and Pt13Rh-Pt. A-COPPER 11 is
standardized in the temperature range between 0 and +200 °C.
Form of Delivery
A-COPPER 11 is supplied in the form of wires with dimensions from
0.05 to 13.50 mm Ø in bare condition. Enamelled wires are available
in dimensions between 0.05 and 1.50 mm Ø. A-COPPER 11 can also
be supplied in form of stranded wire, ribbon, flat wire and rods.
Please contact us for the range of dimensions.
1) The exact EMF values can be calculated with a “EMF-Software”, which can be downloaded from our homepage.
2) Reference at 0 °C.
3) The mechanical values considerably depend on dimension. The indicated values refer to a dimension of 1.0 mm diameter.
Notes on Treatment // A-COPPER 11 is easy to process. The alloy
can be soldered and brazed without difficulty. All known welding
methods are applicable.
Brand
Name
A-COPPER 11
Material
Code
Abbreviation
SNCA / SNCB / RNCA / RNCB
Chemical Composition (mass components) in %.
Average values of alloy components
Cu
Balance
Ni
3
Mn
2
1/1 Data sheets // A-COPPER 11 // 7
Thermoelectrical
1)
and Electrical Values in Soft-Annealed Condition
EMF
versus Cu/NIST 175
at +100 °C / mV
3)
EMF
versus Pt67/NIST 175
at +100 °C / mV
3)
EMF
versus Cu
at +200 °C / mV
3)
EMF
versus Pt67/NIST 175
at +200 °C / mV
3)
Electrical resistivity in
μΩ x cm
at +20 °C
-0.646 / -0.647 0.127 / 0.126 -1.441 / -1.469 0.396 / 0.368 12.000
SC/RC SC/RC SC/RC SC/RC
Physical Characteristics (Reference Values)
Density at +20 °C
Melting point
Specific heat
at +20 °C
Thermal conducti-
vity at +20 °C
Average linear thermal expansion coefficient
between +20 °C and +100 °C
Magnetic at room
temperature
g/cm³ °C J/g K W/m K 10
-6
/K
8.90 +1,080 0.38 arround 200.00 18.00 no
Mechanical Properties at +20 °C in Annealed Condition
3)
Tensile strength
MPa
Elongation
%
Hardness
HV10
hard > 500 2 > 170
soft 320 33 90
Issue 29-March-2014