Simple Pendulum

Simple Pendulum calculator is really a nice calculator. This calculator will help you solve your all simple pendulum problem. This tool is free to use and available for every one so that every one can use this tool.

Input Data

$$Acceleration\ of\ gravity (g)= 9.807\ m/s^2$$ $$Pendulum\ length\ (L)= 6\ m$$

Solution

$$Pendulum\ Period (T) = 4.91459\ Sec$$ $$Pendulum\ Frequency (F) = 0.20348\ Hz$$

Formula

$$T = 2π√(L/g)$$ $$f=1/T$$

How to use this tool simple pendulum?

Simple Pendulum calculator is really a nice calculator. This calculator will help you solve your all simple pendulum problem. This tool is free to use and available for every one so that every one can use this tool. This tool is really fast and this tool can be really very useful for so many people.

This tool have so many advantages if you will use it. Like if you solve any problem manually then it will take so many time and you don’t even know answer if the answer is right or not. Or sometime you don’t even know what is the formula or some people don’t know how solve problem. Even they don’t have proper knowledge about the topic so from here you can read about the topic to and you don’t need to worry about the formula too. It using this calculator will save your time too. 

What is simple pendulum ?

A simple pendulum is defined as the point mass or bob which don’t take any space and it is always supported by  rod or weightless strings. So this pendulum mostly use to move in a harmonic motion the osculation repeat regularly and it can convert kinetic energy in to potential energy. 

Times of a pendulum condition 

Shockingly, for little amplitudes (little rakish dislodging from the balance position), the pendulum time frame doesn't rely either upon its mass or on the adequacy. It is generally expected to be that "little precise removal" signifies all points between - 15º and 15º. The recipe for the pendulum time frame is 

T = 2π√(L/g) 

where: 

  • T is the time of motions - time that it takes for the pendulum to finish one full to and fro development; 
  • L is the length of the pendulum (of the string from which the mass is suspended); and 
  • g is the increasing speed of gravity. On Earth, this worth is equivalent to 9.80665 m/s² - this is the default an incentive in the basic pendulum mini-computer. 

You can discover the recurrence of the pendulum as the corresponding of period: 

f = 1/T = 1/2π√(g/L)

 

How to use this tool simple pendulum?

Using tool is really simple and also this tool is free to use. To use this tool you just have to follow some very simple steps that’s all. 

So as you can see you desktop screen you have the tool layout, where we have given text box where you will enter the equation value.

So enter the equation value in the box properly and also double check it so you won’t make mistakes.

After that you have too simply click on the calculate button and then you will get the answer.

Tips: you can also bookmark this tool so that you don’t have to search it again and again.

 

Q. What Is Simple Pendulum ?

A. A Simple Pendulum Is Defined As The Point Mass Or Bob Which Don’t Take Any Space And It Is Always Supported By  Rod Or Weightless Strings. So This Pendulum Mostly Use To Move In A Harmonic Motion The Osculation Repeat Regularly And It Can Convert Kinetic Energy In To Potential Energy.