diff --git a/src/cryo_tank/tankWthermal.jl b/src/cryo_tank/tankWthermal.jl
index 914c56a0..8e8e4154 100644
--- a/src/cryo_tank/tankWthermal.jl
+++ b/src/cryo_tank/tankWthermal.jl
@@ -153,7 +153,7 @@ function residuals_Q(x::Vector{Float64}, p, mode::String)
                   R_mli[i] = vacuum_resistance(T_prev, T_mli[i], S_inner, S_outer)
 
             else #If insulation layer is not a vacuum
-                  k = material[i].conductivity((T_mli[i] + T_prev)/2)
+                  k = conductivity_from_coeffs(material[i].conductivity_coeffs, (T_mli[i] + T_prev)/2)
                   R_mli_cyl[i] = log((r_inner  + t_cond[i])/ (r_inner)) / (2π*l_cyl * k) #Resistance of each MLI layer; from integration of Fourier's law in cylindrical coordinates
                   
                   Area_coeff = Shead[i] / r_inner^2 #Proportionality parameter in ellipsoidal area, approximately a constant
@@ -369,4 +369,25 @@ function vacuum_resistance(Tcold::Float64, Thot::Float64, S_inner::Float64, S_ou
       #Parallel addition of resistance
       R_eq = R_conv * R_rad / (R_conv + R_rad) 
       return R_eq
+end
+
+"""
+      conductivity_from_coeffs(coeffs::Vector{Float64}, T::Float64)
+
+This function evaluates a thermal conductivity polynomial.
+      
+!!! details "🔃 Inputs and Outputs"
+      **Inputs:**
+      - `coeffs::Vector{Float64}`: vector with coefficients.
+      - `T::Float64`: temperature (K)
+
+      **Outputs:**
+      - `k::Float64`: thermal conductivity ([W/(m⋅K)]).
+"""
+function conductivity_from_coeffs(coeffs::Vector{Float64}, T::Float64)
+      k = 0.0
+      for i = 1:length(coeffs)
+            k += coeffs[i] * T^(i-1)
+      end
+      return k
 end
\ No newline at end of file
diff --git a/src/material_data/MaterialProperties.toml b/src/material_data/MaterialProperties.toml
index 1f1a4697..07b70588 100644
--- a/src/material_data/MaterialProperties.toml
+++ b/src/material_data/MaterialProperties.toml
@@ -127,31 +127,32 @@
 # -----------------------------------------------------
 # Thermal insulators
 # -----------------------------------------------------
-#The field `conductivity` is a string defining the thermal conductivity as a function of temperature
+# The field `conductivity_coeffs` has coefficients defining the thermal conductivity as a function of temperature. For example
+# conductivity_coeffs = [2, 3, 5] represents k(T) = 2 + 3*T + 5*T^2.
 [rohacell41s] 
     density = 35.0 #kg/m^3. From Brewer (1991)
-    conductivity = "0.001579 + 1.283e-4 * T - 3.353e-7*T^2 + 8.487e-10 * T^3" #Note: Brewer (1991) only had one point for rohacell thermal conductivity. They assumed the same curve as PVC
+    conductivity_coeffs = [0.001579, 1.283e-4, -3.353e-7, 8.487e-10]#Note: Brewer (1991) only had one point for rohacell thermal conductivity. They assumed the same curve as PVC
 
 [polyurethane27]
     density = 27.0
-    conductivity = "2.114e-13 * T^5 - 1.639e-10 *T^4 + 4.438e-8 * T^3 - 5.222e-6*T^2 + 3.740e-4*T - 2.192e-3"  # W/(m K), polynomial fit to Fig. 4.78 in Brewer (1991) between 20 and 320 K
+    conductivity_coeffs = [-2.192e-3, 3.740e-4, -5.222e-6, 4.438e-8, -1.639e-10, 2.114e-13] # W/(m K), polynomial fit to Fig. 4.78 in Brewer (1991) between 20 and 320 K
 
 [polyurethane32]
     density = 32.0
-    conductivity = "2.179E-13 * T^5 - 1.683E-10* T^4 + 4.542E-08* T^3 - 5.341E-06* T^2 + 3.816E-04* T - 2.367E-03"
+    conductivity_coeffs = [-2.367E-03, 3.816E-04, -5.341E-06, 4.542E-08, -1.683E-10, 2.179E-13]
 
 [polyurethane35]
     density = 35.0
-    conductivity = "2.104E-13* T^5 - 1.695E-10* T^4 + 4.746E-08* T^3 - 5.662E-06* T^2 + 3.970E-04* T - 2.575E-03"
+    conductivity_coeffs = [-2.575E-03, 3.970E-04, -5.662E-06, 4.746E-08, -1.695E-10, 2.104E-13]
 
 [mylar]
     density = 1390.0 #kg/m^3, https://www.matweb.com/search/datasheet_print.aspx?matguid=981d85aa72b0419bb4b26a3c06cb284d
-    conductivity = "0.155" # W/(m K) at 298 K, https://www.matweb.com/search/datasheet_print.aspx?matguid=981d85aa72b0419bb4b26a3c06cb284d
+    conductivity_coeffs = [0.155] # W/(m K) at 298 K, https://www.matweb.com/search/datasheet_print.aspx?matguid=981d85aa72b0419bb4b26a3c06cb284d
 
 [microspheres]
     density = 69.0
-    conductivity = "1.4632E-10*T^3 - 9.6487E-08*T^2 + 5.1956E-05*T - 3.7191E-05"  # W/(m K), polynomial fit to Fig. 4.78 in Brewer (1991) between 15 and 400 K
+    conductivity_coeffs = [-3.7191E-05, 5.1956E-05, -9.6487E-08, 1.4632E-10]
 
 [vacuum]
     density = 0.0
-    conductivity = "0.0"
\ No newline at end of file
+    conductivity_coeffs = [0.0]
\ No newline at end of file