Calculator Combined Offset Link, Rectangular Section, in Direct Tension Stress
Beam Deflection, Stress Formula and Calculators
Beam Stress and Deflection Calculations for Non-Engineers
Combined Loading on Circular Shaft in Direct Compression and Torsion Equation and Calculator:
Maximum Nominal Tensile or Compressive Stress
Maximum Nominal
Shear Stress
Where:
d = | Diameter | inches | (mm) |
T = | Torque Load | inches | (mm) |
F = |
Applied Load | in-lbs | (mm-N) |
σ' a = |
Stress, Tensile or Compressive | Lbs/in2 | (N/mm2) |
τ'a = | Stress , Max. Nominal Shear | Lbs/in2 | (N/mm2) |
References:
- Any Machinery's Handbook published since 1931 or,
- Machinery's Handbook, 21st Edition, Page 404 or,
- Machinery's Handbook, 23st Edition, Page 260 or,
- Machinery's Handbook, 27st Edition, Page 261
- Axial Load Capacities for Single Plates Calculator
- Beam Bending Equations / Calculation Supported on Both Ends Uniform Loading
- Beam Bending Equations / Calculation Supported on Both Ends Single Load at Center
- Beam Bending Equations / Calculation Supported on Both Ends Loaded at any Location
- Beam Bending Equations / Calculation Free and Guided on One End, Rigid one End With Uniform Load
- Beam Bending Equations / Calculation Supported on Both Ends With Overhanging Supports of equal Length and Equal Loads
- Beam Bending Equations / Calculation Supported on Both Ends Loaded Two equal Loads
- Beam Bending Equations / Calculation with Ends Overhanging Supports and a Two Equal Loads applied at Symmetrical Locations
- Beam Bending Equations / Calculation with End Overhanging Supports and a Single Load
- Beam Bending Equations / Calculation Cantilevered Beam with One Load Applied at End