In physics, work is the energy transferred to or from an object via the application of force along a displacement. In its simplest form, it is often represented as the product of force and displacement. A force is said to do positive work if (when applied) it has a component in the direction of the displacement of the point of application. A force does negative work if it has a component opposite to the direction of the displacement at the point of application of the force.
For example, when a ball is held above the ground and then dropped, the work done by the gravitational force on the ball as it falls is equal to the weight of the ball (a force) multiplied by the distance to the ground (a displacement). When the force F is constant and the angle between the force and the displacement s is θ, then the work done is given by:
W
=
F
s
cos
θ
{\displaystyle W=Fs\cos {\theta }}
Work is a scalar quantity, so it has only magnitude and no direction. Work transfers energy from one place to another, or one form to another. The SI unit of work is the joule (J), the same unit as for energy.
so the concept of work I've never really understood (even after a year and a half of physics classes rip). What mainly confuses me is when the work done is positive or negative. From what I understand the net work=deltaKE or net work=-PE assuming energy is conserved (so if an external force was...
I am reading Peskin and Schroeder and finished a few years ago Srednicki.
What I don't understand is why do Feynman rules work?
They are supposed to represent the diverging integrals that appear in the calculations, i.e momentum integrals, are they supposed to be regarded as a pictorial...
Homework Statement
Kinetic energy per mol is 3/2KTHomework Equations
Q = nC##\Delta##T
U = Q + W
W = -P##\Delta##V
The Attempt at a Solution
1) internal energy = 3/2NKT
2) heat needed to increase temperature of 1 mol ideal gas by 1 degree at constant volume?
Since constant volume, W = 0
Q =...
Homework Statement
Homework Equations
##V=Ed##
##ΔU=ΔV Q##
The Attempt at a Solution
Since the electric field is constant between charged plate conductors , d and the potential difference (ΔV) don't change.So, the potential energy (ΔU) remain the same .
The answer is (C). Right ?
The Helmholtz function differential form for a reversible process is: dF = -SdT - PdV, as for a reversible process δW (by system/here an (ideal) gas) = PdV and dS = δQ/T.
Therefore, for a reversible isothermal process, dT = 0 and hence dF = -PdV. Therefore, the work done by the system is W =...
Homework Statement
When a workman strikes a steel pipeline with a hammer, he generates both longitudinal and transverse waves. The two types of reflected waves return 2.4 s apart. How far away is the reflection point? (For steel, vL = 6.2 km/s, vT = 3.2 km/s).
Homework Equations
Unknown...
I had an argument with my friend regarding constant forces.He said that work done by constant forces are conservative as we can take the force out of the integral and it doesn't depend on the path .But the fact that this information is not given in my textbook as well as by teachers makes me...
The other day I saw this question:
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My answer was:
"Suposse the height of the man is 1.8m. Then, the work done by the man, considering the...
A friend shared this article with me recently and I thought I might post it here for discussion.
The Human Cost of the Pressures of Postdoctoral Research
While I'm not sure that academic journals are the right venue for such statements, I agree that as a community it's important for us to have...
Homework Statement
A non-conducting piston of mass m and area of cross section A is placed on a non-conducting cylinder.
Intial height of piston is h and spring is relaxed with a spring constant k.Then,work done in displacing pistin by heating gas is (x is the displacement of the pistion)...
What makes a boomerang come back when you through it?
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Homework Statement
A constant force (Fa) of magnitude 82.0 N is applied to a 3.00 kg shoe box at an angle of 53.0 degrees, causing the box to move up a frictionless ramp at a constant speed. How much work is done on the box by Fa when the box has moved through a vertical distance h = 0.150 m...
Homework Statement
How much work should be done on a point charge of q=15 nC to bring it from infinity to a distance of 3 cm from a surface of a charged sphere? Diameter of sphere is 15 cm, its surface charge density is 12 microC/cm2
Homework Equations
W=deltaU=q*deltaV
v=kQ/r...
Homework Statement
A uniform chain of mass 'm' and length 'l' rests on a rough incline (inclination is angle 'Q') with its part hanging vertically. The chain (inclined) starts moving up the incline (and the vertical part moving down) provided the hanging (vertical) part equals to 'n' times...
Questions
1.) Here, the negative charge from the wool is transferred to the plastic rod. I'm curious as to what determines which object is responsible of transferring their charge to the other object. Like why didn't the plastic rod give its negative charge instead?
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Homework Statement
I have to explain the equation W=VIt and apply it to a circuit. But I do not undertsand what the equation shows.
Homework Equations
W=VIt
The Attempt at a Solution
My rough guess is : work done is equal to the time (t) taken for 1A of current to flow at 1V
I looked up misting nozzle design, but the results I found referred to two types of industrial misting nozzles which don't match up to what a spray bottle looks like at all. I tried looking up design elements of spray bottle nozzles specifically, but all I found were details on how the pump...
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Homework Statement
Homework EquationsThe Attempt at a Solution
If the two blocks were to move together when the external force of magnitude mg is applied , the acceleration would be mg/3m = g/3 . This acceleration would have to be provided by friction . Value of friction should be mg/3 . But...
..in a taught masters (UK).
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1Problem:
Two equal satellite, A and B, of a planet of mass M, describe circular trajectories where the radious are 0,5r and r. We can afirm that:
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calculate the work done by the force field $F(x,y)=(ye^{xy})i+(1+xe^{xy})j$ by moving a particle along the curve C described by
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Homework Statement
I need to write a program in Matlab that accomplishes this graph:
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I also need to change...
Hey Folks! Just need a quick sanity check ... Putting in a new 4in well and submersible pump ... trying to wrap my brain around the "physics" of it ... Here is what I ***Think I Know*** :
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Hi,
I have a little conceptual question. I have an idea about the topic, but I would need to formalize it a little bit.
The problem is the following:
Imagine the following scenario: You put a little bit of water in a bottle, you assure yourself that everything as at a constant temperature and...
Homework Statement
The question gave a force applied on a block as well as a distance. It also gave the work done by friction which was negative. The question was to find the change in kinetic energy.Homework Equations
Wnet = change in KE
The Attempt at a Solution
I found the work done by the...
Homework Statement
We put 2 very long parallel wires on a table, in both of them the current flows at the same direction. As a result, they get closer to each other.
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The integrals we have seen so far suggest that there are preferred orders of integration for cylindricsl coordinates, but other orders usually work well and are occasionally easier to evaluate. Evaluate the integral
\begin{align*}\displaystyle
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Hi guys.
Due to the reason that I do not have a great knowledge related to finance, I wanted to ask if someone can simply explain me how important is for the society, the work of the people that work in the finance.
How their job is useful for the people?
Thanks
Grands.
Homework Statement
A charged capacitor consists of two large flat plates, one with positive charge +Q and the other negative charge -Q. An external agent trans an electron from the positive plate to the negative and also transfers a proton from the negative plate to the positive plate. There is...
Homework Statement
From a physics multiple choice test: "A car is raised to a height of 10 meters. The car is at rest both before and after it has been lifted. The mass of the car is 900 kg. The total work that has been done on the car during the move is"
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Wnet...
So I understand in a battery that an anode (such as zinc) and a cathode (such as carbon) are separated by an electrolyte. I also understand that the electrons want to flow into the cathode, but can't get to them, so as soon as a conductor connects the two terminals, current can flow. However...
Homework Statement
Homework EquationsThe Attempt at a Solution
The work done is maximum in the path (3) as the area covered by this path is maximum.
Now, dU = dQ + dW, the work done is minimum in the Path (1) , so dQ should be maximum.
Hence, the correct options are A and C.
Is this correct?
Homework Statement
1. Do research to find out what artificial gravity is and how it is related to centripetal motion. Explain how artificial gravity could be created in a weightless environment and give a reason why we would want to do this.Homework Equations
None.
The Attempt at a Solution...
Homework Statement
I am doing a little bit of research about op amps. What i know so far from the book it that op amp have a very large open loop gain. To reduce the gain to desired amount we need resistor which connect output to invering terminal(negative feedback).
Homework...
So, I'm a little confused on how batteries work. I understand they convert chemical energy into electrical energy. I also understand that the battery consists of an anode and a cathode with an electolyte in the middle to force the electrons from the chemical reaction to have to follow the wires...
Homework Statement
This is a conceptual question.
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Can someone please share complex problems interrelated between Kinamatics, Force, Linear Momentum, Work and Energy along with final answers to cross-check.
When using the work-energy theorem (Wnet=ΔE), when do you take gravitational potential energy into account? Change in energy implies all types of energy involved, but in what cases would PEg be a part of it?
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