Statics

Statics is the branch of mechanics that is concerned with the analysis of loads (force and torque, or "moment") on physical systems in static equilibrium, that is, in a state where the relative positions of subsystems do not vary over time, or where components and structures are at a constant velocity.

vCalc Statics folder contains equations concerned with loads and forces on physical systems.

Statics Equations

• Acceleration Due to Gravity
• Angle of Vector (v_y, v_x)
• Angle of Vector (|vecv|, v_x)
• Angle of Vector (|vecv|, v_y)
• Area (pressure)
• Area - nth Degree Parabola (concave)
• Area - nth Degree Parabola (convex)
• Area Moment of Inertia - nth Degree Parabola (concave)
• Area Moment of Inertia - nth Degree Parabola (convex)
• Area Moment of Inertia_Centroid - Triangle (Rtdot Angle Right)
• Area Moment of Inertia_x - nth Degree Parabola (concave)
• Area Moment of Inertia_x - nth Degree Parabola (convex)
• Area Moment of Inertia_x - Triangle (Rtdot Angle Right)
• Area Moment of Inertia_x_Centroid - Triangle (Rtdot Angle Right)
• Area Moment of Inertia_y - nth Degree Parabola (concave)
• Area Moment of Inertia_y - nth Degree Parabola (convex)
• Area Moment of Inertia_y - Triangle (Rtdot Angle Right)
• Area Moment of Inertia_y_Centroid - Triangle (Rtdot Angle Right)
• Centroid - nth Degree Parabola (concave)
• Centroid - nth Degree Parabola (convex)
• Centroid - Parabola Section
• Centroid - Right Triangle (Rtdot Angle Left)
• Centroid - Right Triangle (Rtdot Angle Right)
• Centroid_x - nth Degree Parabola (concave)
• Centroid_x - nth Degree Parabola (convex)
• Centroid_x - Parabola
• Centroid_x - Triangle (Rt Angle Left)
• Centroid_x - Triangle (Rt Angle Right)
• Centroid_y - nth Degree Parabola (concave)
• Centroid_y - nth Degree Parabola (convex)
• Centroid_y - Triangle (Rt Angle Left)
• Centroid_y - Triangle (Rt Angle Right)
• Component Force 2-D
• Component Force 3D
• Density
• Force (pressure)
• Force Magnitude (from components)
• Force of Friction
• Force of Friction (incline)
• Force of Gravity
• Gram-to-Newton
• Hooke's Law
• Ideal gas law (volume)
• Kinetic Energy [m,v]
• Laplace's Law(Sphere)
• Magnitude of Acceleration
• Mass f(volume,density)
• nth Degree Parabola (convex)
• Potential Energy
• Potential Energy [Force,y]
• Potential Energy of a Spring
• Pressure
• Pressure (Energy/Volume)
• Torque
• Torque at Angle
• Total Torque
• Vector Sum of Forces (2D)
• Velocity from Kinetic Energy and Mass
• vForce
• Volume f(mass,density)
• Weight
• Weight (Earth)
• Work to Stretch a Spring
• Young's Modulus (EiE)
• F_(s,max) = mu_s * F_N
• F_k = mu_k * F_N
• Force of Friction (banked surface)
• Force of Gravity on Our Sun
• Force of Sun's gravity on planets
• Gravitational Force Inside The Earth
• Height for a Potential Energy
• Ideal gas law (solved for pressure)
• Kinetic Friction
• La Ley de Gas Ideal (para resolver la presion)
• MoI - Box around center
• Potential Energy - Point Mass Inside Spherical Shell
• Potential Energy - Point Mass Outside Spherical Shell
• Potential Energy due to Gravitational Attraction
• Potential energy due to gravity
• Radius of Gyration - nth Degree Parabola (concave)
• Radius of Gyration - nth Degree Parabola (convex)
• Radius of Gyration_x - nth Degree Parabola (concave)
• Radius of Gyration_x - nth Degree Parabola (convex)
• Radius of Gyration_y - nth Degree Parabola (concave)
• Radius of Gyration_y - nth Degree Parabola (convex)
• T_Ideal
• Volume of Coffee Grounds
• Weight from Volume and Density
• Weight of Coffee Grounds
• Young's Modulus