Robustify Rayleigh Bernard two phase test

Refs failures from the combination of idaholab#26462 and idaholab#26227

To avoid negative viscosity interpolations I shrank the growth
factor from 2 to 1.5. Once I did this I got a CSVDiff which signaled
to me that the original result was solved to too loose a tolerance.
So I removed the steady state detection, which has potential issues
with it (see idaholab#26312), and extended the `end_time` until we hit
a fairly tight absolute tolerance

Author: lindsayad

modules/navier_stokes/test/tests/finite_volume/two_phase/mixture_model/gold/rayleigh-bernard-two-phase_CSV.csv

@@ -1,2 +1,2 @@
 time,average_void,max_drag_coefficient,max_x_slip_velocity,max_x_velocity,max_y_slip_velocity,max_y_velocity,min_x_velocity,min_y_velocity
-2097.663,0.58378794122993,1.2036091618704,0.0089812524979983,0.12307439685091,0.0092959518687844,0.20305056360613,-0.12307439685089,-0.19525139046703
+100000000,0.58378794782072,1.2036091677715,0.0089812664767032,0.1230743501087,0.0092959788633406,0.20305059272475,-0.12307435004431,-0.19525139487663

modules/navier_stokes/test/tests/finite_volume/two_phase/mixture_model/rayleigh-bernard-two-phase.i

@@ -48,7 +48,7 @@ g = -9.81
     pressure = pressure
   []
   [pin_pressure]
-    type = NSFVPressurePin
+    type = NSPressurePin
     variable = pressure
     pin_type = point-value
     point = '0 0 0'
@@ -260,7 +260,7 @@ g = -9.81
   []
 []
 
-[Materials]
+[FunctorMaterials]
   [CD]
     type = NSFVDispersePhaseDragFunctorMaterial
     rho = 'rho_mixture'
@@ -270,7 +270,7 @@ g = -9.81
     particle_diameter = ${dp}
   []
   [mixing_material]
-    type = NSFVMixtureMaterial
+    type = NSFVMixtureFunctorMaterial
     phase_1_names = '${rho_d} ${mu_d}'
     phase_2_names = '${rho} ${mu}'
     prop_names = 'rho_mixture mu_mixture'
@@ -336,16 +336,15 @@ g = -9.81
     type = IterationAdaptiveDT
     optimal_iterations = 7
     iteration_window = 2
-    growth_factor = 2.0
+    growth_factor = 1.5
     cutback_factor = 0.5
     dt = 1e-3
   []
   nl_max_its = 10
-  steady_state_detection = true
-  steady_state_tolerance = 1e-10
   nl_rel_tol = 1e-03
-  nl_abs_tol = 1e-11
+  nl_abs_tol = 1e-9
   l_max_its = 5
+  end_time = 1e8
 []
 
 [Outputs]