Is
it 1-->3---->2?WIll rate asap! A explanation is
appreciated.
Work done is area undrer p-v curve
so , 1-3 has maximum area under it
1-3-2 has max work
Is it 1-->3---->2?WIll rate asap! A explanation is appreciated. This pV diagram shows three possible paths...
The
pV diagram shows three possible paths for changing a system from an
initial state, represented by point 1, to a final state,
represented by point 2. “For which path is the change in internal
energy of the system to least?”
A. Path 1-4-2
B. Path 1-3-2
C. Path 1-2
D. The change in internal energy of the system is the same for
all these paths
●2 3 ●4
The PV diagram below represents 2.79 mol of an ideal monatomic gas. The gas is initially at point A. The paths AD and BC represent isothermal changes. If the system is brought to point C along the path ABC, find the following: P atm 4.0 1.0 4.01 20.0 V.L (a) the initial and final temperatures of the gas initia final b) the work done by the gas (c) the heat absorbed by the gas eBook
The PV diagram below represents...
The PV diagram below represents 3.21 mol of an ideal monatomic gas. The gas is initially at point A. The paths AD and BC represent isothermal changes. If the system is brought to point C along the path ABC, find the following: Р, atm 4.0 1.0 200 VL 4.01 (a) the initial and final temperatures of the gas initial 60.9 final 75.9 (b) the work done by the gas kJ (c) the heat absorbed by the gas kJ
The PV...
Consider the following closed system PV diagram for an ideal
gas. This plot shows two isotherms and five different paths: 1 –
5.( The arrows indicates the direction each path follows).
1. Consider the following closed system PV diagram for an ideal gas. This plot shows two isotherms and five different paths: 1- 5The arrows indicates the direction each path follows). Pressure (atm) 3 T. 2 Volume (m3) Match EACH path 1-5 with one of the following descriptions and explain/jiustify...
TB4 The PV diagram in the figure is for n moles of an ideal monatomic gas. The gas is initially at point A. The paths AD and BC represent isothermal changes. R is the universal gas constant. Let the pressures, volumes, and temperatures at the labeled points be denoted as PA , PB, etc., and VA , VB, etc., and TA, TB, etc., respectively. If the system is brought to point C along th<e path A-»E->C, what is the heat...
#2
3) 15-Q13, that's chap 1 5 conceptual question #13 Which cyclical process represented by the two closed loops, ABCFA and ABDEA, on the PV diagram in the figure below produces the greatest net work? Is that process also the one with the smallest work input required to return it to point A? Explain your responses. The two cyclical processes shown on this PV diagram start with and return the system to the conditions at point A, but they follow...
V. PV diagrams Ideal gas processes are often represented graphically. For instance, a PV diagram is a graph of pressure versus volume for a given sample of gas. A single point on the graph represents simultancously measured values of pressure and volume These values define a state of the gas A. Sketch the process described in section III on the PV diagram provided to the right Label the initial and final states of the gas. This type of process is...
When a gas follows path 123 on the PV diagram in the
figure below, 419 J of energy flows into the system by heat and
−171 J of work is done on the gas.
A rectangular path is plotted on a PV diagram that has
a horizontal axis labeled V, and a vertical axis labeled
P. The vertices of the rectangle, starting from the
bottom-left corner and continuing clockwise, are labeled in the
following order: 1, 2, 3, 4. The...
The p-V diagram in the figure shows two paths along which a sample of gas can be taken from state a to state b, where Vb = 5.0V1. Path 1 requires that energy equal to 4.0P1V1 be transferred to the gas as heat. Path 2 requires that energy equal to 10.5p1Vi be transferred to the gas as heat. What is the ratio p2lp1? P2 P1 V1 Number 6.25 Units No units the tolerance is +/-290
The state of an ideal gas can be represented by a point on a PV (pressure-volume) diagram. If you know the quantity of gas, n, a unique point in pressure (P) and volume (V) can be used to determine a temperature (T). Each point on a PV diagram also has a single internal energy (U) assigned to it. If a process starts at a point and returns to that same point on a PV diagram, it returns to the same...