This is because the period is directly proportional to the length and inversely proportional to acceleration due to gravity. If the increase the length of the pendulum it will take more time to make 1 oscillation and if we decrease the length it will take less time to take 1 oscillation. Hence, the simple pendulum in the video is moving differently with different amplitudes.
we know that T=2π√l/g hota hai so jis pendulum ki dori ki length kam hai uska period time bhi kam hoga aur isme to different different lenght k pendulum hai.
It's bcoz of smoothly decreasing lenappearancgth of the pendulum string which effects the time period in a particular sequence which is governed by the length of the spring hence the length of the string decreases which further decreases that time period of oscillation however if we change the length of any of the pendulum in between than it will desrupt the smooth movement of the pendulums and we will not observe any visual appearance
The time period for oscillation depends upon the length of the pendulum. If length is more , more the time required for single oscillation to complete.
This is because the time period of a simple pendulum is directly proportional to the length of the thread and in this video every pendulum have different length.
Actually to all those who came to answer "Time period depends upon length of pendulum" as a faculty I scold my students for the same and make them say it depends upon the square root of length.
Depends on length jitna hum length badaye gaa itna he time period increase ho ga jitna time period increase ho gaa utna (omega)Kam ho ga omega matlab occilate Kum ho slowly ho gaa or speed Kam ho gee
Due to its string length Another, way when you do all string length same and pendulum weight different then you see snake effect in pendulum. Second way same side string and different size of pendulum in spherical of same weight.
The length of the string affects the pendulum's period such that the longer the length of the string, the longer the pendulum's period. This also affects the frequency of the pendulum, which is the rate at which the pendulum swings back and forth. Frequency decreases.👍🔥
Effect of length. Time period is directly proportional to root of length So, length badhegi to time period badhega aur jiska time period badhega vo slow move hogi
sir T= √2l/g.... toh isse pta chalta hai ki last wale ki length greater hai usse pehle wali se , toh T zyada ho gya ...because on compairing , g gets cancelled ... Nice video sir .. make one of magnetism ...or electric flux etc. too
Well done sir bahut acchi koshish hai aapki bacchon main Gyan Bharati ki Varna yahan RU-vid per to log ashlilta faila hai aur yahan bahut hi buddhijivi aate Hain Jo comment section mein FIR apne aap ko bahut gyanveer samajhte hain
Because time period of ociilations is directly proportional to √L ( T=2π√L/g ) where 2π and g is constant Every rope has different L so every pendulam has different Time period of ociilations Don't read physics as a subject just feel it by a part of your life,👍🔥
Its because the length of the strings are different the pendulum.are different the pendulum nearest to us has the most length and the length increases as they are far from us so nearest one' has lowest frequency and the fars one has most so it seems like a snake pattern of our eye ).I hope it is useful
Because of difference in length of all pendulum nd we also know tht time period is directly proportional to length...so how long the length pendulum takes time to ossiclate
Time of oscillation ∝ √length of pendulum Which increases its time for single oscillation for longer string length and hence result in decrease in frequency of oscillation ..means decrease in no.of cycles in per unit time
