This looks like a fun Friday question! I cobbled together some information from previous discussions that may help with this one.
If you review the Materials dialog in the Simulation environment (from the ribbon in Simulation, not in the model workspace) you will only see a limited number of values on the right hand side when you expand the properties.

These are the values you should be concerned with for the Static-Stress type simulation. Some a knowns and some are calculated values.
Poisson's ratio, Nu = User Input/Material known (Given)
Young's Modulus (Modulus of Elasticity), E = User Input/Material known (Given)
The Shear Modulus is calculated from the given inputs above:
Shear Modulus (Modulus of Rigidity), G = E / 2(1+Nu)
Note that you cannot input the Shear Modulus in the Simulation environment and that only the Young's Modulus is listed. I'm not 100% sure how it is handled in Fusion Simulation, but I imagine the value from the Model Environment is ignored. I'm extrapolating from the Inventor Stress Analysis Environment which shares some components here.
I can find out more about this, confirm and circle back with an update.
The Yield and Ultimate Tensile Strengths will be used to calculate safety factor results. These should probably not be zeros! This values should also be provided from known material properties.
You can make the distinction between the two Safety Factor Calculations in the materials dialog within the Simulation environment:

For Brittle materials (e.g. cast iron), the Ultimate Tensile Strength is the recommended Safety Factor Calculation (Mohr's theory):
SF = ABS[UTS/(P1-P3)]
Where:
SF = Safety Factor
ABS = Absolute Value function
UTS = Ultimate Tensile Strength
P1 = 1st Principal Stress
P3 = 3rd Principal Stress
Note: If both P1 and P3 are positive, we use P1 in the denominator. If P1 is negative, we use just P3 in the denominator.
For Ductile Materials (e.g. Alloy Steel or Aluminum), the Yield Strength is the recommend Safety Factor Calculation (Von Mises Criterion):
SF = YS/(Max VMS)
Where:
SF= Safety Factor
Max VMS = Maximum Von Mises Stress
I should note that the assumption with Static-Linear Analysis is that the material is loaded within the linear portion of the stress-strain curve and not beyond! Safety Factor calculations based on either criterion (ductile or brittle) are not always valid since any results and corresponding safety beyond the yield point of a material cannot be accurately calculated. Other assumptions for Static Stress Simulations:
- The deflection and stress are linearly proportional to the load. If you double the load, the deflection and stress double.
- Material properties are linear. The stress-strain curve is a straight line with the stress remaining proportional to the strain. There is no yielding of the material.
- The loading is static and it is applied slowly. Dynamic loading effects, such as a sudden load application or impact, are not considered.
- Temperature has no affect on the part geometry or material properties.
- The deformation of the part is small compared to the dimensions of the part. Large deflection requires a nonlinear analysis to account for changing part and load geometry, and it is not considered during linear analysis.
- Buckling is not a concern.
Since the Autodesk Material Libraries can be shared across a range of other products, some of the values in the Material Editor (especially if the material is not isotropic) from the Model workspace don't apply in the Simulation (at least for today - see the roadmap for more info). Also, if you try to use some of these advanced material properties (such as anisotropic material properties), you will get the error message about invalid material properties.
I hope that information helps! Good luck with your simulation!
Nathan Chandler
Principal Specialist