SHM

confirming if my logic is correct: the Time period depends on just the mass and not at all on the net acceleration of the system
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@Gyro Gearloose
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Opt
Opt4d ago
Your weight increases right? If you're moving up with acceleration, your weight increases.
flower
flowerOP4d ago
yea but time period is 2pi root(m/k)
Opt
Opt4d ago
Time period is 2$\pi \sqrt{\frac{inertial factor}{restoring factor}}$ iirc Oop, other way round
flower
flowerOP4d ago
heh ye kya hai 💀
hithav
hithav4d ago
isnt this dimentionally wrong ?
flower
flowerOP4d ago
haa 💀 ye to dimensionless ho jaega
Opt
Opt4d ago
Not force as in force I'll change the terminology wait There you go
flower
flowerOP4d ago
huh sooo here
TeXit
TeXit4d ago
Opt
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flower
flowerOP4d ago
ineretial factor would be ma or ma+mg? since pseudo force restoring to will be kx ma hoga ya ma+mg
Opt
Opt4d ago
Yeah. Wait, my dimensions are getting mixed up somewhere Frack, I need to revise this
flower
flowerOP4d ago
koi ni hota hai no problem ji
Opt
Opt4d ago
I have JEE in three days and I don't remember this 💀
flower
flowerOP4d ago
ok valid 💀 jao revise kar lo phataphat benefit of my doubt =====> aapka revision stonks
SirLancelotDuLac
T=2pi sqrt(m/k) so will be T only Only the mean position changes
flower
flowerOP4d ago
ohhh ok got it logic confirmed 👍 ill wait for opt to get it sorted as well bhai ka revision jaruri hunda si
SirLancelotDuLac
This is for torsional pendulum thingy na?
flower
flowerOP4d ago
12th ka concept?
SirLancelotDuLac
Nahi 11th ka ig. The $T=2 \pi \sqrt{\frac{I_{hinge}}{mgd}}$ formula Or maybe something else idk. Oops I have it the other way round
TeXit
TeXit4d ago
SirLancelotDuLac
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SirLancelotDuLac
Oh wait the question says "spring pendulum" tho. Is that even in jee physics?
Opt
Opt4d ago
Experimental 👍
SirLancelotDuLac
Oh its from experimental physics?
flower
flowerOP4d ago
SHM
SirLancelotDuLac
Achcha that is "elastic pendulum" that I'm thinking of. Nvm
flower
flowerOP4d ago
HEH DUDE YE TO NAHI PADHAYA HA HUME
SirLancelotDuLac
A system which oscillates due to torque of gravity ka omega is sqrt(C/I) which is basically what I've written there.
flower
flowerOP4d ago
oh arey torsional ok yea you edited it now pehle to rotated system likha tha ig idk torsional to padhaya hai
SirLancelotDuLac
Yeah I do sort of mix up names of concept sometimes 😅
Dexter
Dexter4d ago
yeah Time period of a spring block system on earth and moon would be same given amplitude+K+mass is same 🐴
flower
flowerOP4d ago
me frr thats so cool dude thanks yalll +solved @SirLancelotDuLac @Dexter
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