When reading about entropy it states that ball does not automatically bounce up because of entropy. It is just not favorable.
I don't get this. Isn't the correct reason gravity? Ball does not bounce up because of gravity! Where does entropy come from?
So in my physics textbook, the 2nd law of thermodynamics stated in terms of entropy reads "the entropy of a closed system can never decrease." Now, shouldn't it indicate the entropy of an isolated system can never decrease. All other sources I've looked at note an isolated system, as well...
Everybody says entropy of the universe is increasing.
But after the big bang, matter formed, it came together, stars and galaxies were formed, on a small planet called Earth atoms/molecules came together to form unicellular organisms and then higher life. Our brains are organizing even more...
Hello,
I have a doubt about the distribution of random variables that maximize the differential entropy in a set of inequalities. It is well known that the Normal distribution maximizes the differential entropy. I have the following set of inequalities:
T1 < I(V;Y1|U)
T2 < I(U;Y2)
T3 <...
According to theory of superconductivity, resistivity almost zero. Below critical temperature the entropy decreases markedly with cooling .
why resistivity zero when entropy not equal to zero?
my doubt is when there is an entropy there is a disorder. then how can move conducting electron...
So we learn in basic thermo that for any system, the derivative of entropy with respect to volume is pressure over temperature:
∂S/∂V=P/T.
Suppose we have a box with two partitions, and a moveable wall in between the partitions. The box and wall are both insulated to prevent heat transfer...
So we know that at the moment of the big bang the universe was relatively low in entropy; as the universe has expanded entropy has increased, but what about further down the line? What about when the universe is so cold that it's nothing more than a collection of black holes, and further more...
Homework Statement
1 mol of monoatomic ideal gas (temperature T1) is inside a cylinder with a moving piston (all are isolated). The initial external pressure on the piston is P1. at some point the external pressure is changed to (2/3)P1, the gas undergoes (irreversible) adiabatic expansion...
Sen 2013 says,
How serious a problem is this for LQG? Does this mean that LQG doesn't have GR as its semiclassical limit? Does that mean it's a dead theory, or maybe just that it needs to be modified? Is the technique using Euclidean gravity reliable?
Since I'm not a specialist, I'd be...
In 250gr water at 23 oC(degrees celsius) we throw in 27gr ice at 0 oC. Find the change in entropy.
(sorry if that was a bad translation but English is not my native language)
The answer is 0.78 calories/oC. But I'm not sure how do this. The formula I have for entropy is: S=δQ/T
I find the...
First off, just clarify that I have a very, very superficial knowledge of Physics, so my apologies if my question is based on an obvious misunderstanding of the basic principles underlying the second law of thermodynamics or if it has a rather simple answer.
The doubt that I have is related...
How specifically does LQG explain how the universe can oscillate from big bang to big crunch ad infinitum? Wouldn't the total energy able to be used as work decrease after a couple of bounces? Am I simply misunderstanding or making a false assumption about what LQG's premises are? I've not...
Homework Statement
Calculate entropy for density matrix with eigenvalues ##0## and ##1##.
Homework Equations
##S=-\lambda_1 \ln \lambda_1-\lambda_2 \ln \lambda_2##
where ##\lambda_1## and ##\lambda_2## are eigenvalues of density matrix.
The Attempt at a Solution
How to calculate...
Consider proton and electron are separated in space at some finite distance.Now suppose they released then the decrease in potential energy equals kinetic energy but as electrons or protons are accelerated they emit em and lose some gained kinetic energy.Also the mass is another form of...
I don't understand this:
According to what modern physicists believe to be true, there is entropy that slowly converts all energy of the universe into heat that cannot do any work. Than this heat is radiated as infrared light into space. Correct?
Besides infrared heat radiation, start also...
Homework Statement
The resultant of a experimental run of a force (N) vs temperature (K) gives me a slope of 0.0039x - 1.0929. The slope has a (∂f/∂T)l = (∂S/∂l)T
Homework Equations
Equation (11) attached as PNG file
We can obtain all the quantities of the right side of Eq. (11)...
¿ How meaurements increase entropy?
The decoherence before the measurement increase entropy but collapse returns the state of the system to a pure state. ¿Why then measurements increase entropy
Homework Statement
100g of lead, specific heat .0345 cal/g/C at 100 C is mixed with 200 g of water at 20 C.
Find the difference in entropy of system at end from value before mixing.
Note: I think the book has wrong answer of 1.42 cal/K
Homework Equations
Before mixing entropy for water =...
ITER is the fusion reactor in southern France that hopefully will come online in 2018.
According to wiki
http://en.wikipedia.org/wiki/ITER
The ITER fusion reactor itself has been designed to produce 500 megawatts of output power for 50 megawatts of input power.
Does this mean that if...
Which has the least entropy?
A 1kg diamond vs 1kg living organism
I've gather that living things are generally at a state of low entropy compared to the same matter in other configurations- as though complexity goes hand in hand with low entropy. Yet a perfect chrystal is supposedly low...
Homework Statement
Two 100g Aluminum cubes with T1 = 80° C and T2 = 20°C
Specific heat of Al is .22 cal/g/°C. The cubes are placed in contact and in short period of time
a quantity of heat, dQ , is transferred from T1 cube to T2 cube.
The cubes temperatures now are 75°C and 25°C. After a...
Homework Statement
For public health reasons, you are investigating small systems that turn sea water into drinking water. One portable system takes a volume of saltwater and produces two thirds that volume of freshwater with an increased concentration of salt in the other third of the volume...
I understand the Gibbs Free Energy equation that was drilled into us in Chemistry class but not even my teacher could explain what entropy had to do with free energy, and furthermore, why entropy is a driving force for a reaction. From what I understand, entropy is the distribution of energy...
move A-->B ...What about entropy change?
Hi,
I have a physical question regarding entropy, temperature, internal energy and mechanical energy.
The situation is following: Two objects are located inside a one dimensional frictionless and adiabatic space where object “a” is an observer that...
How can a black hole have a high entropy state if the matter inside it is in a supercondensed form with maximum density,which means less degrees of freedom therefore less entropy than normal matter.Like in neutron stars we have low entropy with the neutron degenerate matter and yet a black hole...
I have a quick question. Consider the process S2 to S1 in the figure below
Since this represents wet (isentropic) compression, mathematically we have ΔS=0 (assuming adiabatic compression). But if we consider the process in a physical way, we are going from a region of less disorder...
Shannon entropy of "QXZ"
Hello everyone. I am trying to determine the Shannon entropy of the string of letters QXZ, taking into consideration those letters' frequency in English. I am using the formula:
H(P) = –Ʃ pilog2pi
What's puzzling me is that I am expecting to calculate a high...
EDIT: Nevermind. I figured it out. The two expressions are, in fact, equal.
An excerpt from a book at this link, http://webpages.sdsmt.edu/~ddixon/Departure_Fxns.pdf, states that the entropy departure function for any equation of state is equal to the following (Eqn. 4.4-28)...
From what I can gather, the laws of physics are time sysmmetrical- the exception being the second law of thermodynamics.
So could it be that our whole experience of time is driven souly by increasing entropy?
Assuming that we live in a deterministic universe(controversial I know) all past...
In my TD classes I have to deal with entropy. But what does it really mean? I know that it is the degree of disorder and the equation S=q/t. But what is this disorder? How can a physical system be aware of order and disorder since it is an abstract concept?They say that solids have high order...
I was thinking maybe the universe isn't in the chaotic state its meant be in. Rather a more organised state and the universe is still in it's younger years. This is just a thought any insight would be great.
Homework Statement
At constant atmospheric pressure, 20g of water at 30C is converted into steam at 250C. Assume the heat capacity of liquid water is constant at 4.2 J/gK and the heat of vaporization at 100C is 2260 J/g. The molar heat capacity of water vapor at constant pressure is given by...
Homework Statement
Hi everyone
In an isochoric process ( a solid heat body with T1 temp. connected with heat bath with T2 temp)
we could calculate its entropy change(heat body) from dS = Cv/T dT
and entropy change of heat bath from dS = dQ / T2, using dQ = Cv dT in 1st equation
( i...
Homework Statement
A monatomic ideal gas is compressed adiabatically. What is ΔS of the gas?
n = 1.00
vi = 10.00 L
vf = 4.00 L
Constant External Pressure = 50.00 atm
Homework Equations
ΔU = q + w = 0 + (-PextΔV)
ΔS = ∫[(qrev)/T]dQ
The Attempt at a Solution
In order to...
In the paper "A Mathematical theory of Communication" by Shannon I couldn't understand a theorem (Theorem 4) under the topic "The Entropy of Information Source"-
Here 'H' is the entropy.
Can you explain me how we get this theorem?
What is this n(q)? I couldn't understand the sentence...
Hey guys,
i am reading something about entropy. :confused:
And got a question.
The Boltzmann entropy is defined by:
S=k\cdot \ln{W}
W is the number of microstates connected to an given macrostate.
The entropy of the microcanonical ensemble(fixed given Energy) is defined by...
For the following question, the solution manual sets du/dt (change of internal energy) = 0. Moreover, it also set the change of total entropy to zero. Why is that?
An electric motor under steady load draws 9.7 amperes at 110 volts; it delivers 0.93 kW of mechanical energy. The temperature of...
It's interesting that the entropy of the gravitational field (i.e. the entropy of geometry) has never been satisfactorily defined. Since geometry is such an important part of the picture near the start of expansion, this means that total entropy around then has been undefinable, leaving...
hello,
i have been given two formulae for the entropy of an ideal gas undergoing a reversible process.
the correct expression is:
S = Nk(s0-ln({\frac{N_0}{N}})^{5/2} + ln({\frac{T}{T_0}})^{3/2} + ln({\frac{V}{V_0}}))
where s_0 is a constant, N the number of particles, T the...
Hi, I've been curious about his subject for quite a while now, and I figure I need to ask here in these forums to get started in the right direction in understanding this.
In classical thermodynamics, we define entropy:
ds = \delta q / T
However, when it comes to radiation in quantum...
I learned ΔSuniv = ΔSsys + ΔSneib
If ΔSuniv > 0 the process is spontaneous.
But ΔS = Q/T right? Shouldn't Qsys = -Qneib? (The heat released by the system = - heat released by the neighborhood)
I cannot understand why this is wrong!
If it were the case, ΔSuniv would be always zero...
The photon, "time" and entropy
(ignore original title, in fact id appreciate if a mod would change it. It was not my intention to have a conversation about time, lol!)
Can we view a closed system of just photons, as ever, or usually, being subject to entropy (defined by the whole 2nd law...
Homework Statement
In the entropy equation 1S2 + ∫δQ/T = S2 - S1, what is the difference between 1S2 and ∫δQ/T?
So for example if we have two reservoirs, one hot and one cold and heat is transferred in between we have:
Shot = Q/Thot
Scold = Q/Tcold
Where do the Shot and Scold terms...
Fluctuation theorem says that there will be fluctuations in microscopic scale that results local decreases in entropy even in isolated systems. According to the Poincaré recurrence theorem, after sufficiently long time, any finite system can turn into a state which is very close to its initial...
Homework Statement
Expression for the entropy and internal energy of black body radiation.
Using the below relations:
Homework Equations
Total free energy for black body:
$$ F = (k_b TV/\pi^2) \int k^2 ln[1-exp(-\hbar ck/k_b T)]dk $$
Relationship between partition function and internal...
How could the entropy of a continuous system, like the electromagnetic field, be defined? Obviously you can't use something like the log of the phase space volume, but I can't think of anything that would work.
Hi,I m just beginner in physics,but actually I don need exact expression of physical laws in math language.I know,math is language of physics but still...
So,I m looking for answer to my questions about origin of Clausius s entropy.
I this article: http://www.panspermia.org/seconlaw.htm is...