Truss Analysis Calculator
Solve member forces in planar trusses using the method of joints or sections
Calculator
Enter the truss geometry and loads below to compute axial forces in each member. Positive forces indicate tension, negative indicate compression.
About the Truss Analysis Calculator
The Truss Analysis Calculator is a practical tool for engineers, designers, and students to determine axial forces in members of planar trusses. Using the method of joints or method of sections, this calculator helps solve for tension and compression in truss members based on applied loads and support conditions.
What You Can Calculate
- Member Forces: Compute axial forces in each truss member (tension or compression).
- Support Reactions: Determine reactions at pinned and roller supports for statically determinate trusses.
- Equilibrium Verification: Ensure all joints satisfy ∑Fx = 0 and ∑Fy = 0.
Formulas Used in the Calculator
- ∑Fx = 0 → Sum of horizontal forces at each joint
- ∑Fy = 0 → Sum of vertical forces at each joint
- ∑M = 0 → Sum of moments about a point (used in method of sections)
How to Use the Calculator
- Enter the number of members and number of joints in the truss.
- Provide the applied load and its units (N, kN, lbf).
- Select the analysis method: Method of Joints or Method of Sections.
- The calculator will compute the axial forces in each member, indicating whether it is in tension or compression.
- Adjust loads or geometry to analyze different truss configurations and verify structural performance.
Applications of Truss Analysis
- Bridge Engineering: Evaluate member forces and optimize truss designs for load-bearing capacity.
- Roof and Building Structures: Analyze roof trusses and frame systems to ensure structural safety.
- Mechanical & Structural Components: Assess forces in truss-like structures in machinery or frameworks.
- Education & Research: Learn static equilibrium, method of joints, and method of sections for truss analysis.
- Design Optimization: Adjust member sizes and materials to balance strength, safety, and cost.