Draw any 2D beam, frame or truss on the grid, give each member its own E, I and A, set supports and hinges, add point loads, UDLs, varying loads and moments, and get the bending moment, shear force and axial force diagrams with values, plus the deflected shape and reactions. Solved by the direct stiffness method, the same matrix method STAAD uses.
Lengths in metres, forces in kN, moments in kN·m. E in N/mm², I in ×10⁶ mm⁴ (a 300 × 300 mm section is 675), A in mm². Deflections are shown in mm.
For a statically determinate structure the moments and reactions do not depend on EI at all. For indeterminate beams and frames only the ratio of EI between members changes them, and the actual EI value sets the deflections. A truss uses A and E only.
“Down” is always vertical, even on a sloping member, as for self weight or roof load. “Perpendicular” acts at right angles to the member, as for wind on a slope. Distributed loads are per metre of member length.
Linear elastic, small deflections, plane structures. Shear deformation, P–delta and settlement are not included.