Nov 24, · It can be created by getting the current date and time or setting the date and time from a string or concatenation of variables. // This will create a date object with the current time def date = new Date() // To create the object with a specific date/time, follow this logic def date = new Date().parse('yyyy/MM/dd', '1973/07/09.Converting a string to a date in Java (or any

shaft 2 (diameter=1/2”) material: 1045 steel, yield strength= 530 mpa, ultimate strength= 625mpa max stress o the shaft is keyed for a 1/8” key, thus the actual yield strength can be equated to ¾ the materials yield strength (keyed yield strength=398 mpa) o loading is comprised of three components moment-based on the axle length between

Torque = pi/16 * Shear Strength * cube of shaft diameter. This is a simplified calculate so if you want to do more calculate refer any machine design book (ex: 

Subject - Strength of MaterialsVideo Name - Problem on Calculation of Shaft Diameter and Calculation of Hollow ShaftChapter - TorsionFaculty - Prof. Zafar Sh

Sep 21,  · τ = T r / J (1) where τ = shear stress (Pa, psi) T = twisting moment (Nm, in lb) r = distance from center to stressed surface in the given position (m, in) J = Polar Moment of Inertia of Area (m4, in4) Diameter of a Solid Shaft Diameter of a solid shaft can calculated by the formula D = 1.72 (Tmax / τmax)^1/3 (4)

The design of shafts basically depends on the strength, rigidity, and stiffness. The calculation of the shaft diameter discussed in this article 

Shaft design consists primarily of the determination of the correct shaft diameter to ensure satisfactory strength and rigidity when the shaft is transmitting 

Calculating Shaft Diameter Letus say d = Diameter of the shaft. We know that the equivalent twisting moment if the shaft is subjected to the twisting moment and bending

How to Calculate Shaft Diameter? From Torque / Power & Speed τ = Torsional stress induced at the outer surface of the shaft (Maximum Shear 

the angle of twist = TL / GJ. Where T = Torque applied. L = Length of the shaft. J = Polar moment of inertia of the shaft about the axis of rotation = πDˆ4 / 32. G = Modulus of rigidity of the shaft material. The calculations need the modulus of rigidity of the material that makes up the shaft.

The diameter at heat treatment is used to calculate the tensile strength and the yield point for the given material. The software sets it to the maximum shafts