Questions tagged [ideal-gas]
For questions about the ideal gas law or gases which can be well approximated as an ideal gas.
93
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Calculating percentage of Zn in a coin
Question:
An old coin found in an ancient temple is composed of zinc coated with copper. In an experiment to find the percent zinc in the coin, a student determined the weight of the coin to be 3.0 g. ...
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2
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How exactly does Boyle's law, Charles' law, and Avogadro's law combine to make the Ideal Gas Law?
My General Chemistry 1 lecturer derived the ideal gas law as follows:
We have $V \propto \frac1{P}$ (Boyle's law), $V \propto T$ (Charles' law), and $V \propto n$ (Avogadro's law). Combining these ...
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Identify two hydrocarbons using volume and density [closed]
Question:
A gaseous mixture with volume 16.8 dm3 contains two unsaturated neighboring hydrocarbons belonging to the same group. Density of the mixture was 14.4 times as hydrogen gas.
What could be ...
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Find percentage of carbon monoxide reacted using ideal gas equation
Question
A palladium or platinum catalyst was used in an automobile to convert carbon monoxide gas to carbon dioxide according to the following reaction:
$$\ce{2CO(g) + O2(g) -> 2CO2(g)}$$
A ...
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2
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My experiemental density of H2 does not match the published data. What causes this discrpenecy?
I placed 1 gram of NaBH4 in a balloon and placed it over a glass round bottle filled with water and acetic acid. While secured, I emptied the balloon into the bottle and made sure to wash the inside ...
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2
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115
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Dalton's law clarification
I'm looking at Elements of Physical Chemistry by Atkins and de Paula. In section 1A.3, they state Dalton's law as
The pressure exerted by a mixture of perfect gases is the sum of the pressures that ...
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2
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61
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How to define percentage by volume for ideal gas and Why percentage by volume is equal to percentage by mole? [closed]
Why do we define percentage by volume for an ideal gas in a closed container in spite of that we know the ideal gas will occupy the volume of the whole container?
I have seen many people who prove ...
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What is the Volume occupied by gas at extreme or limiting conditions of volume? [closed]
We know that
1 Mole of an Ideal Gas occupies 22.4 L at STP.
[real gases also are also close to this volume , even tho there might be deviation, for this experiment let's take both to be same]
But it'...
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Henry’s Law Pressure Limitations
I’m trying to decide if I can I expect Henry’s Law to be an effective way to estimate how the solubility of a gas in a liquid solution will change if I decrease the pressure.
I know Henry’s is best ...
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Does KE(avg) stay the same for ideal gas if the PV value changes?
We know that Kinetic Energy is a function of Temperature for an ideal gas.
So KE (1 Mole of gas) = (3/2)RT = (3/2)PV.
So it's said that even if P or V change their change will counteract the other (...
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Can we calculate final temperature of two gases in thermal contact? [closed]
This is a question from IIT-JEE - ADVANCE 2018
A closed tank has two compartments A and B, both filled with oxygen (assumed to be ideal gas). The partition separating the two compartments is fixed ...
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2
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179
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Why do we subtract the volume correction term in the van der Waals gas equation [duplicate]
The following equation is valid for ideal gasses
$$pV=nRT$$
Please mind the following notation, any parameter that is related to an ideal gas would be denoted with a subscript $i$ and anything related ...
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Use the first law of thermodynamics to derive the pressure as a function of T, U, V and N
I am struggling with a thermodynamics question given
$$S(U,V,N)=C_VNK_\mathrm b\ln U/U_0+NK_\mathrm b\ln V/V_0$$ (where $U_0$ and $V_0$ are the reference energies and volumes) and the first law of ...
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Molecular collisions in an ideal gas
(The equation of ideal gas is $pV=NRT$. If p = 1 atm, N = 1 mole, T = 0°K, and R = gas constant, then volume = V = zero. Hence, the volume of an individual molecule of ideal gas is zero).
An ...
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475
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Confusion in Van der Waals Equation
I understand that the behavior of ideal gases deviates largely from that of real gases in terms of pressure exerted by the gas molecules on the container in which it is present, space available for ...
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Gibbs Free Energy of Ideal Gas in Carnot Cycle
Let's just say we have 2 moles of monoatomic (maybe helium) ideal gas that is doing a Carnot Cycle with reservoir temperature of 300 and 750 K.
Now, here's a simple question, what is the Gibb Free ...
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What is the necessary and sufficient condition for a mixture to be ideal?
I am trying to understand some concepts from solution thermodynamics related to ideal mixtures and fugacity. My main question is what is the necessary and sufficient condition for a mixture to be an ...
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How do I calculate the temperature change in a gaseous reaction?
So, with $\pu{3 mol}$ of $\ce{H2}$ and $\pu{3 mol}$ of $\ce{Cl2}$ and given the reaction $\ce{H2(g) + Cl2(g) -> 2 HCl(g)}$ with $\Delta H=\pu{-184.6 kJ/mol}$, I am supposed to calculate the work ...
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If Graham's law doesn't apply to the ammonia and hydrogen chloride diffusion in a glass tube demonstration, is there a law that does?
A comment below What exactly are "white fumes" and why does holding a bottle of ammonia (conc) next to a bottle of HCl (conc) make them? links to The
Royal Society Of Chemistry video ...
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Why is Molar Mass of a gas twice the vapour density?
I've seen this relation at a number of places, and I can't get why. A simple Google search doesn't give me a simple answer either.
Also, are there any exceptions/conditions for this relation to be ...
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Why does the factor of ⅔ come in when we calculate net flux due to diffusion for an ideal gas
As per Atkins' Physical Chemistry (11E) Pg:694. We arrive at a crude estimate for the net flux through an imaginary flux plane. We find it to be $$J_{z}=-\frac{1}{2}v_{mean}\lambda(\frac{d\mathcal{N}}{...
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Energy change of isentropic expansion of ideal gas
I'm trying to get a better grasp on dealing with different processes thermodynamic, and this one is giving me trouble.
The differential of energy is given by
$$dU= \delta Q + \delta W~.$$ I'm ...
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Why 3 and not 6 in U = 3/2RT from the equation for the internal energy of an ideal gas?
Internal energy of an ideal monatomic gas is
$$U=\frac{3}{2}RT.\tag{1}$$
While I understand the derivation, I do not understand why we multiply by $3$ rather than by $6.$ According to Khan Academy ...
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Formula for collision frequency and mean free path
We were studying collision frequency and mean free path today, and in it, we got the equations of collision frequency as:
$$Z=\sqrt 2 \pi \sigma^2v_{rms}N$$
where $N$ is the number density, equal to $...
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Is the value for the Boltzmann Constant different in 2D?
So I'm simulating some hard sphere collisions and want to determine the Boltzmann constant in two dimension, using the equation
$$PA=Nk_BT$$
where $A=\pi R^2_{container}$, $P=(averageImpulse/time)/(2\...
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1
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What happens when $V=Nb$ in the Van der Waals equation (divergent)?
The VdW equation:
$$\left(P+a\left(\frac{N^2}{V^2}\right) \right)\left(V-Nb\right)=Nk_BT$$
when the intermolecular forces are zero $a=0$, so $P=\frac{Nk_BT}{V-Nb}$ which diverges at $V=Nb$ for fixed ...
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Relation of temperature to effusion and diffusion [duplicate]
We were studying Graham's Law today and its dependence on Temperature, Pressure, Area, etc.
However, our teacher said that, for diffusion: $$R \propto \sqrt T$$ and for effusion:$$R\propto1/\sqrt T$$ ...
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1
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How can I calculate the density of a gas mixture using the ideal gas?
I am trying to calculate the density of the ideal gas mixture given the following data:
The gases are helium and oxygen. There are $\pu{8 g}$ $\ce{He}$ and $\pu{16 g}$ $\ce{O2}$. The temperature is $\...
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Converse of ΔU = 0 for isothermal processes: is it true?
For an ideal gas undergoing an isothermal process $\Delta U = 0.$
But is the converse true? Let's say, $\Delta U$ for an ideal gas is zero. Is its temperature constant then? Can we say that it's ...
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Reversible compression and proving relation with state function
I am currently working on a question I am having problems with. I tried to solve it, but to no avail; it states that this expression is always valid for any three-variable dependent function:
It ...
user115162
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How do I find the volume of a gas when the pressure and temperature changes, given the original volume? [closed]
I am a sophomore in high school, just started honors chemistry this year, and I'm having trouble figuring out what formula to use for this question, and how exactly to do so:
If a gas has an original ...
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1
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Ideal Gas Equation Extreme Case [closed]
I have recently learned about the Ideal Gas Equation and I have this doubt.....suppose I am in a closed container filled with a gas of fixed volume and definite amount of moles. I am assuming myself ...
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Does the amount of a gas increase with pressure? [closed]
The graph of $pV/(RT)$ shows that different gases deviate differently from ideal gas behaviour and that the value of $pV/(RT)$ changes as pressure increases.
My question is, if $pV/(RT) = n$ or amount ...
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1
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Calculation of the mass of N2 in the container
Two vessels of equal volumes are connected to each other by a valve of negligible volume. One vessel containing $0.1$ mole $\ce {N_2}(g)$ and $0.05$ mole $\ce {I_2}(s)$ at temperature $T_1$. The other ...
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About Real Gas and Ideal Gas - Select the correct statement(s):
Select the correct statement(s):
At Boyle's temperature a real gas behaves like an ideal gas at low pressure.
Above critical conditions, a real gas behaves like an ideal gas.
At high pressure van der ...
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1
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Looking for gas or liquid for story research
I am working on a story for adaptation into animation. Main lead is a chemist in a traditional fantasy setting. The chemist uses her own compound to battle using fire or explosions. I love the ...
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How to compute the work Done in an adiabatic irreversible expansion?
The question is as follows
What is the magnitude of work performed by one mole of an ideal gas when its volume increases eight times in an irreversible adiabatic expansion if initial temperature of ...
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Why is the enthalpy change of an ideal gas a function only of temperature?
While teaching us thermodynamics our chemistry teacher told us that enthalpy change of a real gas is a function of temperature, pressure etc. but the enthalpy change of an ideal gas is only a function ...
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Why do we use external pressure to calculate work done by a gas in case of compression instead of using internal pressure? [closed]
According to formula work done is (Resisting pressure X dV)? Then in case of compression, isn't the resisting force is internal Pressure? Then why we the formula for compression is same as expansion ...
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How does volume change as a piston separating two compartments of a thermally insulated container moves to reach thermodynamic equilibrium?
The situation is a thermally insulated container divided into two compartments, which are separated by a diathermic piston. Initially, the left compartment has a volume (V1) of 2L, and a temperature ...
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Why does CO2 diffuse out of a cylinder in the absence of a pressure difference?
Suppose I have a thermally insulated cylinder containing carbon dioxide (assuming it is ideal) at 1 atm pressure(atmospheric pressure is 1 atm). Now let's consider two cases:
CASE-1: I cut open the ...
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Compressibility factor and deviation from ideality
Consider these statements :
At Boyle point, real gases show ideal behaviour.
Above the Boyle point, real gases show positive deviation from ideality (forces of attraction between the particles are ...
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What is the density of nitrogen at standard conditions?
I find diverging answers to what the density of nitrogen at standard conditions is.
By standard conditions I mean T=273.15 K and P=1 atm (=1.01325 bar).
Different sources state:
Wikipedia : 1.2506 g/...
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What is the physical significance of the universal gas constant R?
While studying work done in isothermal processes I was told that the universal gas constant $R$ is the work done by the gas per mole per kelvin. I am sure I am missing something basic but I didn't ...
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Number of possible microscopic states and their probabilities
I'm having trouble with the following problem:
Boltzmann defined entropy as a measure of the number of possible microscopic states of a system, $W$,
as:
${S = k_BlnW}$
Here, $k_B$ is the Boltzmann ...
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Dissolution of CO2 in water
The following question has troubled me for a while.
For gases that are slightly soluble in water, there is a proportional relationship between the partial
pressure, $P$, and the mole fraction, $x$, ...
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2
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1
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Partial pressure of gases in a container with a piston
I've been having problems with the following problem.
Figure 1.
A container with a piston like that shown in Figure 1 is filled with $0.10$ $mol$ of Ar and $1.00$ $mol$ of water (liquid and vapor). ...
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Finding the mole fraction of nitrogen in a mixture of nitrogen and oxygen
Question
The density of a mixture of Nitrogen and Oxygen is $\pu{4.7 g L-1}$.
Its given that $P = \pu{4 atm}$, and that $T = \pu{298 K}$. Assuming both gasses are ideal gasses, what is the molar ...
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Confusion in solubility expressions in Henry's Law
While reading about Henry's law and solubility I frequently come across two relations:
$C = k_{h}P$ (c = concentration of a dissolved gas)
$P = k_{h}x$ (x = solubility/mole_fraction)
What is the ...
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How much energy is required to liquify oxygen?
Does anyone know where I can find some documentation of a real-world liquification process, and the energy costs?
I can calculate the heat that must be removed from O2 gas to get to liquid, but how ...
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