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From the conservation law aplat+0, (a) derive the expression of j, where p = \012 (b)...
2. Derive an expression for (as) for a gas with the equation of state: P(V-nB) = nRT, where B is a constant.
2. Derive an expression for (as) for a gas with the equation of state: P(V-nB) = nRT, where B is a constant.
Use the Biot-Savart law to derive an expression for the magnetic field a distance wire carrying current l Hints: from an infinitely long lds dx P ● The Biot-Savart Law says B-40 .Only calculate the magnitude of the field. It's fine to 4π calculate B = goff las,1, we defined the direction in class using the right hand rule Consider the diagram: ld × fl = ld llfl sin θ. Since f is a unit vector, Ifl = 1, so...
Suppose the parameter b (p= RT/V-b )is temperature dependent. Derive an expression for Cp-Cv forthe equation of state: p=RT/ V-b[T] (assume that the temperature dependence in b is weak and linear in T, i.e b[T] = b0 +b1T)
a) Derive from the definition of the clectric current I = [s df - j through the arca S the dwhere dQ is the charge formula for the electric current inside a conducting wire I which flows through the cross section of the wire in the time dt stationary charge distribution, 2n wire have to be equal and independent of the cross sections of the wire both ends of the b) Show that for a 0, the currents on OSS...
electromagnetic
1) RC Circuits: (15 pts) (a) Use Kirchhoff's voltage law (KVL) to obtain an ordinary differential equation (ODE) describing the charge vs. time function (1) for a capacitor in the discharging RC circuit shown below. Assume that at time t = 0 (right before the switch is closed) the voltage across the capacitor is V = V.. R R с V(t) С t=0 t>O Fig. 1. Fully charged RC circuit Fig. 2. Discharging RC Circuit (b) Solve the ODE...
a) Derive from the definition of the clectric current I = [s df - j through the arca S the dwhere dQ is the charge formula for the electric current inside a conducting wire I which flows through the cross section of the wire in the time dt stationary charge distribution, 2n wire have to be equal and independent of the cross sections of the wire both ends of the b) Show that for a 0, the currents on OSS...
The Ideal Gas Law is given by the equation:pv=nrt Where: p = pressure v = volume n = moles t = temperature in Kelvin In order to solve for the volume, V, you must multiply both sides of the equation by the same expression: PV x ___=nRT X __ The resulting equation is: V=? In order to solve the equation above for , you must multiply both sides of the equation by the same expression: a=b/c ax_?_=b/c x _?_ The...
A. Derive an expression for the rotational partition function in the "high-temperature" limit where qrot can be approximated as an integral. Remember that the rotational energies as a function of rotational quantum number j are given by: ϵ (j) = B j (j + 1) where B is called the “rotational constant” B = ℏ2 /2µ r 2 , and the degeneracy of each "j" state is D(j) = 2j + 1. B. What is the average rotational energy in...
1. The Redlich-Kwong equation of state is given by P=_RT___ A _ _ V-RI2,, - 0.0866 - where 4-0.42748RT - B - P (The R-K constants can be calculated from the critical temperature and pressure of the gas.) This EOS was introduced in 1949 and is adequate for calculations of gas phase properties when P, </2 T, a) Derive an expression for the work associated with an isothermal reversible volume change of a R-K gas between two volumes V, and...
A) Using Newton's second law, write equations for ax
and ay, where a⃗ =axi^+ayj^ is the acceleration of the
particle. Express your answer in terms of the variables q,
B, vx, vy, and m. Enter your answers
separated by a comma.
B) Differentiate the second of these equations with respect to
time. Then substitute your expression for
ax=dvx/dt to determine an equation for
dv2y/dt2 in terms of
vy. Express your answer in terms of the
variables q, B, vy, and...