Material Properties: Nickel Steel (Fe-2.25 Ni)

Data Available:

 
Thermal Conductivity
Specific Heat
UNITS W/(m-K) J/(kg-K)
a -3.5785 15503.108
b 20.804 -37280.377
c -55.826 26788.417
d 87.812 7010.0877
e -83.5016 -22731.651
f 49.08 15386.526
g -17.4348 -5175.7968
h 3.4277 896.97274
i -0.28622 -64.055866
data range
4-300 60-300
equation range
4-300 55-300
curve fit % error relative to data
2 1.5
Curve fit equation of the form:
log10 y = a+b(log10T) + c(log10T) 2 + d(log10T) 3 + e(log10T) 4 + f(log10T) 5 + g(log10T) 6 + h(log10T) 7 + i(log10T) 8


Solves as:
y = 10
a+b(log10T) + c(log10T) 2 + d(log10T) 3 + e(log10T) 4 + f(log10T) 5 + g(log10T) 6 + h(log10T) 7 + i(log10T) 8

Where: Coefficients a - i are summarized in the appropriate table and T is the temperature in K (x-axis), and y is the property to solve for.

See References

  Young's Modulus Linear expansion
.Units
GPa [(L-L293)/L293] x 105 unitless, eg. m/m
a
2.17656E2 -2.104E2
b
1.11923E-2 -5.699E-2
c
-3.54650E-4 5.072E-3
d
8.31168E-7 -1.381E-5
e
-7.03680E-10 1.897E-8
Tlow (K)
  6
f>
  -210.56
data range (K)
0-297 4-300
equation range (K)
0-297 4-265
curve fit % error relative to data
1 1.5
equation of the form:
y = a + bT + cT 2 + dT 3 + eT 4
   >T > Tlow
y = f 
   T < Tlow
solves as expected: Where: Coefficients a-e are summarized in the appropriate table and T is the temperature in K (x-axis), and y is the property to solve for.

See References

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