=====================================================
In-plane thermal conductivity measurement
Output of InPlaneAnalysis_Metaslope. Souvik Das, 2023
=====================================================
Analyst: Souvik Das
Analysis date: 11/2/2023
Material: INPL12

Underlying sample results:
INPL12_1, FEA Heat Loss uncertainty = 0.003
INPL12_2, FEA Heat Loss uncertainty = 0.008
INPL12_3, FEA Heat Loss uncertainty = 0.015
INPL12_4, FEA Heat Loss uncertainty = 0.025
INPL12_5, FEA Heat Loss uncertainty = 0.036

Iterative fit with no correlations between data points:
k = 6.59985 +/- 1.12763 W/mK
R = 0.000851662 +/- 0.000331697 Km^2/W
X^2/(ndof - 2) = 0.332939

Analytical fit with 0.5 correlation between data point uncertainties:
k = 6.58839 +/- -0.379177 W/mK
R = 0.00083651 +/- 0 Km^2/W

Iterative Minuit fit with 0.5 correlation between data point uncertainties.
k = 6.58839 +/- 1.14247 W/mK
Rint = 0.00083651 +/- 0.0004299 Km^2/W
X^2/(ndof - 2) = 0.332218