How to Calculate Load intensity given max deflection for strut subjected to uniformly distributed load?
Load intensity given max deflection for strut subjected to uniformly distributed load calculator uses Load Intensity = Maximum initial deflection/((1*(Modulus of Elasticity Column*Moment of Inertia Column/(Axial Thrust^2))*((sec((Column Length/2)*(Axial Thrust/(Modulus of Elasticity Column*Moment of Inertia Column))))-1))-(1*(Column Length^2)/(8*Axial Thrust))) to calculate the Load Intensity, The Load intensity given max deflection for strut subjected to uniformly distributed load formula is defined as the intensity of loading is equal to the rate of change of bending moment with respect to x. Load Intensity is denoted by qf symbol.
How to calculate Load intensity given max deflection for strut subjected to uniformly distributed load using this online calculator? To use this online calculator for Load intensity given max deflection for strut subjected to uniformly distributed load, enter Maximum initial deflection (C), Modulus of Elasticity Column (εcolumn), Moment of Inertia Column (I), Axial Thrust (Paxial) & Column Length (lcolumn) and hit the calculate button. Here is how the Load intensity given max deflection for strut subjected to uniformly distributed load calculation can be explained with given input values -> -1.4E-11 = 0.03/((1*(10560000*5.6E-05/(1500^2))*((sec((5/2)*(1500/(10560000*5.6E-05))))-1))-(1*(5^2)/(8*1500))).