hjtest 1
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engineering science 2TRANSCRIPT
1
TEST I
ENGINEERING SCIENCES II (SSD 12103)
By john jabaraj
Name: Class :
1. a}Sketch laminar flow around the figure.
{1m} b} Find the mass of 0.333 m3 of water with density of 1000 kg/m3.
{1m} c} The volumetric flow-rate, Qvof water flowing thru a straw of c/s area 0.0025 m2 is 15 cm3/s. Determine the; a} velocity
b} mass flow-rate, Qm.
{4m} c} For the hydraulics system here;
555N
i. pressure at circular input piston.
ii. force(F) at output piston.
input piston A= r =2.2m A= 1.3m
F
output piston
{4m}2. a}Makcik Lembu likes extreme sport but what she loves best is skateboarding down high curving ramps. On a particular curve she oscillates following the equation; X = -9.5 cos ( 3.33 t ) m
Determine the makciks: i.amplitude
ii.frequency
iii.displacement at 2.2 seconds
iv. time when displacement is -5.5m
{8m} b}The Navy ship blows its horns when it spots a pirate ship which is 2222 m away. The intensity of the horns sound heard at the pirate ship is 777 W/m2. Find the intensity of the sound that will reach a lighthouse that is 1001 m away.
pirate
Navy lighthouse
2222m
1001m {2m}
3. a}Explain the process of Vaporization phase change with labeled diagrams.
{1m}b}The data below shows the temperature values of some quantities in 3 different temperature scales. Calculate the missing temperature values of X, Y and Z.
{6m}TCTFTK
Boiling Point of Water100212373.15
Melting Point of Water032273.15
Normal Human Body36.9X310.05
At the North PoleY-85.1Z
c}A wax candle has a mass of 0.07kg at the room temperature of 30oC. Calculate the total heat needed to raise the temperature and melt the candle completely.
WAX Melting pointBoiling pointcHfHv
47 oC400 oC2140 J / kg.Co222 kJ / kg371 kJ / kg
. {2m} d} A star radiates 9.2 x 1027 J of heat energy in a period of 1 minute. Determine the stars surface temperature if its radius is 5.5 x 107m while emissivity is 0.77.
{1m}-:EQUATIONS:-
Fluid & Pressure
= m
v
P = F A
PA= PB
P= g h
Qv = v A
Qm = v A
Heat & Temperature
TF = 1.8 TC + 32
TK = TC + 273.15
Q = m c ( T1 T0 )
Qf = + m Hf
Qv = + m Hv
L = Lo ( T )
V = Vo ( T )
Q = k A ( T ) t LQ = e A T4 t
Waves
f = 1 T
y = A cos ( t + kx )
= 2 f
k = 2 /
v = f
I = P / A
I a = ( r b )2
I b ( r a )2