Chilvera Bhanu Teja
Institute of Aeronautical Engineering (IARE), Hyderabad
Chilvera Bhanu Teja has created this Calculator and 200+ more calculators!
Anshika Arya
National Institute Of Technology (NIT), Hamirpur
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11 Other formulas that you can solve using the same Inputs

Load When Effort Required in Lowering Load is Given
Force=Effort/((Coefficient of Friction-tan(Helix Angle))/(1+Coefficient of Friction*tan(Helix Angle))) GO
Load When Effort in Lifting is Given
Force=Effort/((Coefficient of Friction+tan(Helix Angle))/(1-Coefficient of Friction*tan(Helix Angle))) GO
Helix Angle When Effort Required in Lowering load is Given
Helix Angle=atan((Force*Coefficient of Friction-Effort)/(Coefficient of Friction*Effort+Force)) GO
Helix angle When Effort is Given
Helix Angle=atan((Effort-Force*Coefficient of Friction)/(Effort*Coefficient of Friction+Force)) GO
Coefficient of Friction When Effort is Given
Coefficient of Friction=(Effort-Force*tan(Helix Angle))/(Force+Effort*tan(Helix Angle)) GO
Efficiency of the machine if mechanical advantage and velocity ratio is known
Efficiency=Mechanical advantage/Velocity ratio GO
Torque Required When Effort is Given
Torque=Effort*Mean diameter of screw/2 GO
Mean Diameter When Torque is Given
Mean diameter of screw=2*Torque/Effort GO
Load lifted if effort and mechanical advantage is known
Force=Mechanical advantage*Effort GO
Mechanical advantage if load and effort is known
Mechanical advantage=Force/Effort GO
Ideal effort if load and velocity ratio is known
Ideal Effort=Force/Velocity ratio GO

Ideal load if velocity ratio and effort is known Formula

Ideal load=Velocity ratio*Effort
W<sub>Ideal</sub>=v<sub>ratio</sub>*P
More formulas
Mechanical advantage if load and effort is known GO
Effort required by machine to overcome resistance to get work done GO
Load lifted if effort and mechanical advantage is known GO
Work done by effort GO
Useful work output of the machine GO
Ideal effort if load and velocity ratio is known GO
Torque required while load is ascending in screw jack GO
Torque required while load is descending in screw jack GO
Frictional effort lost GO
Net shortening of the chain in weston's differential pulley block GO
Net shortening of the string in worm gear pulley block GO

What is ideal load?

Ideal load is the load that can be lifted by using the given effort by the machine, assuming it to be ideal.

How to Calculate Ideal load if velocity ratio and effort is known?

Ideal load if velocity ratio and effort is known calculator uses Ideal load=Velocity ratio*Effort to calculate the Ideal load, The Ideal load if velocity ratio and effort is known formula is defined as the product of velocity ratio and effort. Ideal load and is denoted by WIdeal symbol.

How to calculate Ideal load if velocity ratio and effort is known using this online calculator? To use this online calculator for Ideal load if velocity ratio and effort is known, enter Velocity ratio (vratio) and Effort (P) and hit the calculate button. Here is how the Ideal load if velocity ratio and effort is known calculation can be explained with given input values -> 248 = 2*124.

FAQ

What is Ideal load if velocity ratio and effort is known?
The Ideal load if velocity ratio and effort is known formula is defined as the product of velocity ratio and effort and is represented as WIdeal=vratio*P or Ideal load=Velocity ratio*Effort. Velocity ratio is defined as the ratio of the distance moved by effort and load, in the same time interval and Effort is the force required to overcome the resistance to get the work done by the machine. .
How to calculate Ideal load if velocity ratio and effort is known?
The Ideal load if velocity ratio and effort is known formula is defined as the product of velocity ratio and effort is calculated using Ideal load=Velocity ratio*Effort. To calculate Ideal load if velocity ratio and effort is known, you need Velocity ratio (vratio) and Effort (P). With our tool, you need to enter the respective value for Velocity ratio and Effort and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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