One method that is used to grow nanowires (nanotubes with solid cores) is to initially deposit a small droplet of a liquid catalyst onto a flat surface. The surface and catalyst are heated and simultaneously exposed to a higher-temperature, low-pressure gas that contains a mixture of chemical species from which the nanowire is to be formed. The catalytic liquid slowly absorbs the species from the gas through its top surface and converts these to a solid material that is deposited onto the underlying liquid-solid interface, resulting in construction of the nanowire. The liquid catalyst remains suspended at the tip of the nanowire. Consider the growth of a 15-nm-diameter silicon carbide nanowire onto a silicon carbide surface. The surface is maintained at a temperature of T s = 2400 K, and the particular liquid catalyst that is used must be maintained in the range 2400 K ≤ T c ≤ 3000 K to perform its function. Determine the maximum length of a nanowire that may be grown for conditions characterized by h = 10 5 W/m 2 ⋅ K and T ∞ = 8000 K . Assume properties of the nanowire are the same as for bulk silicon carbide.
One method that is used to grow nanowires (nanotubes with solid cores) is to initially deposit a small droplet of a liquid catalyst onto a flat surface. The surface and catalyst are heated and simultaneously exposed to a higher-temperature, low-pressure gas that contains a mixture of chemical species from which the nanowire is to be formed. The catalytic liquid slowly absorbs the species from the gas through its top surface and converts these to a solid material that is deposited onto the underlying liquid-solid interface, resulting in construction of the nanowire. The liquid catalyst remains suspended at the tip of the nanowire. Consider the growth of a 15-nm-diameter silicon carbide nanowire onto a silicon carbide surface. The surface is maintained at a temperature of T s = 2400 K, and the particular liquid catalyst that is used must be maintained in the range 2400 K ≤ T c ≤ 3000 K to perform its function. Determine the maximum length of a nanowire that may be grown for conditions characterized by h = 10 5 W/m 2 ⋅ K and T ∞ = 8000 K . Assume properties of the nanowire are the same as for bulk silicon carbide.
Solution Summary: The author explains how nanowires are grown on the flat surface with the help of liquid.
One method that is used to grow nanowires (nanotubes with solid cores) is to initially deposit a small droplet of a liquid catalyst onto a flat surface. The surface and catalyst are heated and simultaneously exposed to a higher-temperature, low-pressure gas that contains a mixture of chemical species from which the nanowire is to be formed. The catalytic liquid slowly absorbs the species from the gas through its top surface and converts these to a solid material that is deposited onto the underlying liquid-solid interface, resulting in construction of the nanowire. The liquid catalyst remains suspended at the tip of the nanowire. Consider the growth of a 15-nm-diameter silicon carbide nanowire onto a silicon carbide surface. The surface is maintained at a temperature of
T
s
=
2400
K,
and the particular liquid catalyst that is used must be maintained in the range
2400
K
≤
T
c
≤
3000
K
to perform its function. Determine the maximum length of a nanowire that may be grown for conditions characterized by
h
=
10
5
W/m
2
⋅
K
and
T
∞
=
8000
K
.
Assume properties of the nanowire are the same as for bulk silicon carbide.
Battery operated train
Mueh
Groll
CD Af Pair
160,000 kg 0.0005
0.15
19
5m² 1.2kg/m³ 0.98 0.9
Tet neng
0.88
Tesla Prated
Tesla Trated Ywheel ng
Joyle
2
270 kW
440NM
0,45m 20
8.5kg m
Consider a drive cycle of a 500km trip with 3 stops in
the middle. Other than the acceleration and deceleration
associated with the three stops, the tran maintains.
constant cruise speed velocity of 324 km/hr. The
tran will fast charge at each stop for 15 min at a
rate Peharge = 350 kW
Εμ
(MN
15MIN
Stop
w charging
(350kW)
GMIJ
t
6MM
6AW
1) calculate the battery power required to mantain.
constant velocity
of
324km/hr
2) determine the battery energy,
energy required to
constant velocity portion of this drive.
Cover the
3) calculate the battery energy required to accelerate
the train to 324/04/hr.
4) calculate the battery energy that is either fost
in deceleration or recovered due to regenerative
breaking
etc
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