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Force in Space

11/25/2014 2:31 AM

if we forcing two body with a same force in space, if its move then what is the velocity of these two body( both bodies have diffrent mass )

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#1

Re: FORCE IN SPACE

11/25/2014 2:38 AM

0.

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#4
In reply to #1

Re: FORCE IN SPACE

11/25/2014 5:17 AM

thanks for your great reply mr. lyn, i hope you are not one of them.

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#19
In reply to #4

Re: FORCE IN SPACE

11/25/2014 10:29 PM

Would be better to have written a better question. For instance, what are the initial conditions? You never gave us the initial conditions. Also, you never gave any time for the force to be applied. Were you looking for an equation of the velocity as a function of time? The answer Lyn gave you is 100% correct for the velocity at time zero assuming the initial conditions were zero velocity with respect point of observation.

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#2

Re: FORCE IN SPACE

11/25/2014 3:10 AM

The smaller mass will accelerate faster. The velocities depend on how long the force is applied.

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#10
In reply to #2

Re: FORCE IN SPACE

11/25/2014 11:03 AM

Dear Mr.Tornado,

I am of the opinion, that Your statement will be correct when the Masses are under the Grip of GRAVITATIONAL FORCE below the ATMOSPHERIC AIR.

The Gravitational Force vary INVERSELY as the SQUARE of the Distance from the centre of Earth.

DHAYANANDHAN.S

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#29
In reply to #10

Re: FORCE IN SPACE

11/26/2014 9:52 AM

At the risk of completing the OP's homework problem for him. You are not loking at the EQUATIONS correctly.

The OBJECTS are in SPACE, and therefore, not under a GRAVITATIONAL FORCE from EARTH or any other CELESTIAL BODY. By DEFINITION, an OBJECT in SPACE is in a THEORETICAL VOID where NOTHING outside of the DEFINED OBJECTS exist. This makes the PROBLEM one of SIMPLE MATH without any unnessaccary VARIABLES.

The EQUATION the PROBLEM is looking for is the FORCE-MASS-ACCELERATION EQUATION:

F=mA

Where:

F equals the FORCE applied to the OBJECT

m equals the MASS of the OBJECT

A equals the ACCELATION of the OBJECT

Now all EQUATIONS (with few exceptions) can be written to SOLVE for any VARIABLE within. What the QUESTION is looking for is the ACCELERATION, so we SOLVE the EQUATION for A:

F=mA

F/m=mA/m

F/m=A

A=F/m

Now the FORCE applied to the OBJECTS is identical, so F can be considered a CONSTANT, and the MASS of the two OBJECTS is different, so it can be considered a VARIABLE. Since we are not given EXACT VALUES and are only looking at the RELATIVE DIFFERENCE, we can treat all UNKNOWN CONSTANTS as 1:

A=1/m

This EQUATION shows clearly that MASS and ACCELERATION are INVERSELY PROPORTIONAL, the GREATER the MASS, the slower the ACCELERATION.

---

Also, have you THOUGHT about your USE of ALL-CAPS WORDS? It MAKES it SEEM like you ARE putting strange EMPHASIS on certain WORDS, which BREAKS up the INNER MONOLOG people HAVE when READING your POSTS. It AlSo MaKeS tHe SeNtEnCeS hArD tO rEaD. I would understand Capitalizing Proper Names, or even Capitalizing every Noun (the latter happens a lot in German), but the ALL-CAPS bit has traditionally been 'read' as 'shouting,' and is as jarring as someone writing in leet-speak, ^n1) \/\/e a11 h8 r3^1)1ng 1337-sp33k.

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#3

Re: FORCE IN SPACE

11/25/2014 4:52 AM

One will be slower!

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#5

Re: FORCE IN SPACE

11/25/2014 7:55 AM

You need only a few equations to work these problems.

1. v = d/t (where: v = velocity, d = distance, t = time)
2. F = ma (where: F = Force, m = mass, a = acceleration)
3. vf = vo + a • t (where: Vo = initial velocity, Vf = final velocity, a = acceleration, t = time)
4. d = (vo + vf)/ 2 • t (where: d = distance, Vo = initial velocity, Vf = final velocity, t = time)

You can learn more by researching kinematic equations.

Most students have issues with mixing or incorrect conversion of unit labels. In other words, you must make sure that all of the units you use in an equation are of the same type. You can't use meters and pounds in the same equation without converting one system to the other. Or you can't use kilograms and grams.

If the answer you are looking for is in miles per hour, then distance needs to be in miles and time is in hours. Many textbook physics problems give the initial conditions in units that are different than the requested results and students forget to convert and end up with horribly wrong answers.

It is good practice to add the labels for each term, i.e., meters for distance, seconds for time, when you work these equations. It helps to insure that the label you get for the answer is correct, i.e., v = d/t or meters/second. If the labels come out right that is a good sign that you did the math right or you are at least demonstrating that you understand how to do the problem, which is worth partial credit.

A good working knowledge of algebra is required, particularly manipulation of terms. Calculus is a plus. Knowing a few basic equations will allow you to derive more complex equations to solve problems. Practice, practice, practice is the only way to become fluent at solving these problems. I used to buy the companion problem workbooks at college just to improve my ability to master the subject and get good grades on exams.

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#16
In reply to #5

Re: FORCE IN SPACE

11/25/2014 3:30 PM

I give you a GA for patience.

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#18
In reply to #16

Re: FORCE IN SPACE

11/25/2014 6:03 PM

Thanks, Canary.

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#20
In reply to #5

Re: FORCE IN SPACE

11/25/2014 10:48 PM

Good answer BUT you missed the bit that newbies most often confuse.

The units for force and mass are different, and in the metric system these are typically Kg for mass and Newton for force.

The ratio of the magnitude of these two units being g or 9.8 m/sec2

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#26
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Re: FORCE IN SPACE

11/26/2014 7:50 AM

Maybe I am the one confused.

One Newton is simply a unit of force equal to 1 kg • m/s^2. Since F = ma the label could just as easily be expressed as kg • m/s^2, but Newton is a simplification.

Where I am really confused is the addition of 9.8 m/s^2.

I don't think Earth's gravitational acceleration plays into this problem, but I could be wrong. The whole problem is not fully defined and I am inferring that the two masses are in theoretical free-space and that mutual attraction is not a factor because this is simply a comparative study of two different masses with the same force applied.

If my assumption is wrong please let me know.

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#34
In reply to #26

Re: FORCE IN SPACE

11/27/2014 6:21 AM

Your maths is correct but I am not sure about your understanding. 1 newton is the force on 1 kg of mass that causes it to accelerate at 1 m/sec. On Earth the gravitational force is such that 1 kg of mass weighs 9.8 newton...that is where gravity comes in.

The relationship between the newton and the kilogram is determined by the unit of length - 1 m in the metric system. If the French had chosen 2m instead of 1m as the basic unit of length (call it SM for super-meter) then the system would have been 1 SN (super-newton) causes 1 kg to accelerate at 1 SM/sec2, and 1 kg of mass would weigh 4.9 SN - SN in that system would be twice the size N as we know it in today's metric system.

And of course we already have that sort of shift in the imperial system with lb and lbal were 32.2 lbal equals 1 lb and acceleration due to gravity is 32.2 ft/sec2.

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#6

Re: Force in Space

11/25/2014 10:18 AM

"... then what is the velocity of these two body..."

Relative to... what?

If the frame of reference is body M, then the velocity of body M will be zero (as pointed out in post number one).

Maybe don't be so quick with the snotty comments.

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#13
In reply to #6

Re: Force in Space

11/25/2014 1:28 PM

Thanks.

You are correct.

However that 0 had a dual meaning.

The second meaning was the score of the quality of the original question.

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#7

Re: Force in Space

11/25/2014 10:23 AM

If bodies have negligible effect of gravity by distance and masses, your initial velocities are the same as your final, what ever initial you cast the 2 bodies therein.

The bodies will have perpetual motion, not unless external forces are present to influence its dynamics.

There is no force at final state, since F= m dv/dt, dv= vf-vf= d(const)=0.

Initially there will be a force ex. F= M dv/dt= M [vf-0]/dt so as with mass-m

vf is the velocity resulting from Force F, initial v=0, when F is applied the change of dv will be Vf - 0, the rest of the transition then on will be vf of mass M and m respectively.

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#8

Re: Force in Space

11/25/2014 10:49 AM

Dear Mr.AbhishekRock,

You have not given some data about how far or deep in to space,? the "M" and "m" is kept and Force is applied.

As the distance is increasing, the Gravitational Force will REDUCE INVERSELY as the SQUARE of the DISTANCE.

Both masses will move at same Velocity, and the Difference in VELOCITY will be zero. Perhaps Mr. Lyn means this and he is highly learned person and his capacity should not be under estimated.

Beyond a limit the DIFFERENCE in the MASS will NOT have any EFFECT - it is just like a feather and a mass, in High Vaccuum Vessel will fall at the same speed.

DHAYANANDHAN.S

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#9
In reply to #8

Re: Force in Space

11/25/2014 10:55 AM

I suppose the OP mean a momentary Force F. Applying Force all through might not be realistic if motion is achieved by a momentary instantaneous push.

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#11

Re: Force in Space

11/25/2014 11:43 AM

is there any other mass in the neighborhood, such as a star or giant planet, possibly a comet with an upside-down lander on it?

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#32
In reply to #11

Re: Force in Space

11/26/2014 12:10 PM

LOL - good job on that one!

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#33
In reply to #11

Re: Force in Space

11/26/2014 2:32 PM

You mean to say we DID end up flipping it over?

Oh well, it was still incredible for a first attempt, since we literally had no idea what sort od surface we were going to land on, and we probably can still get some info back, even in that position. If nothing else we can get photos from a truly unique POV, and if we can keep the gear running (or sleeping) until the comet gets closer to the sun and grows a tail, we'll be able to get some before-and-after pics to see how comets melt/sublimate/outgass/whatever.

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#35
In reply to #33

Re: Force in Space

11/28/2014 12:32 PM

I heard that this may turn out to be one of those bad results that turns out to be far better than what was planned. In its current position, it is far more resistant to overheating while the comet approaches the sun. They turned the biggest solar panel to a position that should let it wake up later when there is more sunlight and the temperature increases.

http://bigstory.ap.org/article/cb36c392a2454f14a8c80b05c6245147/results-comet-landers-experiments-expected

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#37
In reply to #35

Re: Force in Space

12/01/2014 9:10 AM

Well, cheers all around.

No experiment is a failure if it can produce good data. Even if it wasn't the data we expected to get.

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#12

Re: Force in Space

11/25/2014 12:57 PM

They would have minimal velocity towards each other according to their gravitational mass....the object with the lesser mass would move a little faster towards the greater mass....With no reference point or gravitational field present the objects can have no defined movement except that which would be caused by the objects themselves....

http://www.physicsclassroom.com/class/circles/Lesson-3/Newton-s-Law-of-Universal-Gravitation

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#14
In reply to #12

Re: Force in Space

11/25/2014 2:13 PM

That may be true, but the vectors on his drawing look like the force is applied externally (upward) and mutual attraction is not considered in that diagram.

That's my guess, but once again I feel like the mushroom physicist with the lack of information here.

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#17
In reply to #14

Re: Force in Space

11/25/2014 4:41 PM

Yeah you answered it in #5, I was just offering a different approach based on the lack of parameters and/or conditions....

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#15

Re: Force in Space

11/25/2014 3:08 PM

Gin a body meet a body
Comin thro' the rye,
Gin a body kiss a body,
Need a body cry?

Hah, beat you to the off topic!

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#22
In reply to #15

Re: Force in Space

11/25/2014 11:11 PM
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#28
In reply to #22

Re: Force in Space

11/26/2014 9:17 AM

May the force in space be with you.

Dark matters.

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#21

Re: Force in Space

11/25/2014 11:03 PM

Force = mass x acceleration

So acceleration = force / mass.

At time = 0, force = F and we assume velocity = 0.

So acceleration of the small body will be F/m, and of the large body F/M.

So, a1=F/m, a2 = F/M.

Force is constant, so acceleration is constant.

At time = t1

v1 = a1 x t1 (= f/m x t1)

v2 = a2 x t1 (= f/M x t1)

At time = t2

v1 = a1 x t2

v2 = a2 x t2


and so on.
If at time 0 velocity is not zero (so it is v(0)) then just add v(0) to the velocity at any given time.
The talk of gravitational forces etc is ridiculous... the only force is F - you can see it right there on the drawing. F must be assumed to be the resultant force on the body - perhaps there is a partial gravitational component or some other component, but it's a resultant force - it is the sum of all forces acting on the body.

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#23

Re: Force in Space

11/26/2014 12:38 AM

What I'm trying to figure out is what are those little circles at the bottom of the big circles representing the masses. They are not identified. Are they satellites? Wormholes? Pendulums? Archery targets with arrows pointing at them? Golf tees that the masses are going to be set on?

And also, is this picture reversed? It seems like the F is pointing the wrong way, the m has its hook at the wrong end, and the writing at the top has a reversed capital N.

I suspect that this picture was taken from INSIDE the whiteboard, which would account for the reversed point of view. That may mean that the camera was in an alternate dimension, like in Through the Looking Glass. How did Abhishek Rock take this picture? Is he or she an alien? If so is he or she a legal alien or an illegal alien? Did he or she get here through the wormholes that go through the whiteboard?

So many questions. So little time.

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#24
In reply to #23

Re: Force in Space

11/26/2014 12:51 AM

Its the alien that shows us the finger!

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#31
In reply to #23

Re: Force in Space

11/26/2014 11:47 AM

I wondered about the arrows, too. I'm not a physicist, so maybe I don't understand the notation. When I look at the diagram, I interpret it as two masses, with M>m, each with a force F acting in a direction away from the mass, and a force O acting in a direction opposite of F, which is also away from the mass.

Perhaps the question is about forces F and O pulling each mass into pieces?

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#25

Re: Force in Space

11/26/2014 4:37 AM

Without knowing more about the initial conditions the question is meaningless.

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#27

Re: Force in Space

11/26/2014 8:08 AM

Poor Fredski, I feel very badly for you about that Lander, It seems you were excited about the project. I loved your question...

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#36
In reply to #27

Re: Force in Space

11/29/2014 12:21 PM

Wow, Fredskie might be involve in Google Lunar project competition. Big job and pretty interesting.

I wonder what could be the effect or impact on environment mining minerals outside the earth.

But, wow, big dream for the corporate world.

Anyhow who owns the moon?

The chinese had been there already.

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#30

Re: Force in Space

11/26/2014 11:21 AM

F=ma (Newton's First Law), nothing breaks the law, that I am aware of.

If two objects of varying mass have the same force applied, then each will experience a different acceleration by the equation above. If the time of acceleration is not specified, then nothing can be said about the magnitude of the velocity, only the vector may be known (aligned with the applied positive force).

Impulse is F•dt, and translates such that ∫F•dt = p (momentum).

If however, you meant to ask if the objects (en vacuo) were subjected to the same field (gravitational or otherwise), the time the field (acceleration) is applied does not affect the relative velocity of the two objects which is, in fact, 0.

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