Mechanics of Materials Toolbox for Maple. www.orlovsoft.com
Mechanics of Materials for Maple is Toolbox for simulation mechanics of materials and structural mechanics tasks solution concerning beam bending, rod tension (stretching) and shaft torsion. Below are presented Toolbox's characteristics. Analytic calculations and graphic representations of
• Shearing forces diagrams;
• Bending moments diagrams;
• Angles of bending diagrams;
• Displacements (deflections) diagrams;
• Stretching force diagrams;
• Stretches diagrams;
• Stretching stress and strain diagrams;
• Torsion moments diagrams;
• Torsion angles (full and relative) diagrams.
• Input data as distributed loading as well as shear and elastic modulus, forces and moments can be presented as analytic expressions of general kind;
• Strain energy calculation.
Applications area include:
• Internal factors diagrams animation;
• Optimization in supports and loads location;
• I and II Castigliano theorems demonstration;
• Minimum strain energy principle;
• Distributed loading in form q = q(z);
• Disclosing so-called static indeterminacy;
• Mohr's integrals and so-called unit load method;
• Various boundary conditions, direct and inverse problems;
• Betti-Rayleigh reciprocity theorem and much more... Beam Wiki project is based on Toolbox.
Видео Mechanics of Materials Toolbox for Maple. www.orlovsoft.com канала TheTimofan
• Shearing forces diagrams;
• Bending moments diagrams;
• Angles of bending diagrams;
• Displacements (deflections) diagrams;
• Stretching force diagrams;
• Stretches diagrams;
• Stretching stress and strain diagrams;
• Torsion moments diagrams;
• Torsion angles (full and relative) diagrams.
• Input data as distributed loading as well as shear and elastic modulus, forces and moments can be presented as analytic expressions of general kind;
• Strain energy calculation.
Applications area include:
• Internal factors diagrams animation;
• Optimization in supports and loads location;
• I and II Castigliano theorems demonstration;
• Minimum strain energy principle;
• Distributed loading in form q = q(z);
• Disclosing so-called static indeterminacy;
• Mohr's integrals and so-called unit load method;
• Various boundary conditions, direct and inverse problems;
• Betti-Rayleigh reciprocity theorem and much more... Beam Wiki project is based on Toolbox.
Видео Mechanics of Materials Toolbox for Maple. www.orlovsoft.com канала TheTimofan
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