I have a question about gravity in dynamics

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This discussion focuses on the application of gravity in dynamics, specifically in the context of Newton's second law of motion. Participants clarify that gravity, represented as mg, is always placed on the left side of the equation when calculating forces acting on a mass. The confusion arises in different scenarios, such as hanging problems versus horizontal surfaces, where the placement of gravity varies based on the forces involved. Ultimately, gravity is treated as a force in classical mechanics, consistently influencing the equations of motion.

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Hi

I have a question about using gravity in dynamics...

first

In my thinking,,,

All force in dynamics is transferred by contact.

for example friction, tension, normal force,,,

but only except for gravity.

so I have always trouble in calculating gravity.....

In simple kinetics of parcicles

Newton's second law is

sum ( indivisual forces may be acting on the mass m)=m*a

I understand equation. but I have been confusing where I put gravity term.

Left or Right? ([indivisual] or [m*a])

In most problem about hanging problem, gravity term is in the Right.

but problem about car, gravity term is in the Left.

I don't know why this thing happen. ...

Help me please!
 
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Hi IUIU! Welcome to PF! :smile:
IUIU said:
In simple kinetics of parcicles

Newton's second law is

sum ( indivisual forces may be acting on the mass m)=m*a

I understand equation. but I have been confusing where I put gravity term.

Left or Right? ([indivisual] or [m*a])

In most problem about hanging problem, gravity term is in the Right.

but problem about car, gravity term is in the Left.

Gravity is a force, and so always goes on the left

(i'm assuming we're not talking about general relativity, where of course gravity isn't a force, it's an effect of the curvature of space-time)

… for example, a freely-falling body of mass m has only one force on it, mg, and the equation is mg = ma (so g = a)

… and a body stationary on a flat horizontal surface has two forces on it, mg and N, and the equation is mg - N = m*0 (so mg = N) :wink:
 
oh thanks

I understand now ;;;

you saved me~~~

thank you
 

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