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kinetic strength of the wind into mechanical power.
the Kinetic Energy of any particle is equal to the only half of its
mass instances the rectangular of its speed, or ½ mv2.
K.E =½ MV2. ………………….. (1)
K.E= kinetic energy
M = mass
V = velocity,
M is equal to extent extended by way of its density ρ of
air,
mass = ρ av …………………. (2)
substituting eqn (2) in eqn (1) we had were given,
k e = ½ ρ av3 watts
ρ = density of air (1.225 kg/m3)
a = l*b (squarem)
d = diameter of the blade
a = l*b
a = zero.three sq.
to be had wind energy pa = (½ ρ π d2 v3)/four
p = 1/8 ρ π d2 v3
trail 1
for pace 4.5m/s
pa = (½ ρ π d2 v3)/4
pa = (½*1.225*π*0.four*zero.four *4.fifty three)/four
pa = 7.1watt
trail 2
for pace 5.5m/s
pa = (½ ρ π d2 v3)/4
pa = (½*1.225*π*0.4*zero.4 *5.53)/four
pa = 15.1watt
trail 3
for speed 7.5m/s
pa = (½ ρ π d2 v3)/four
pa = (½*1.225*π*0.four*zero.4 *7.fifty three)/4
pa = 33 watt
path four
for pace 10m/s
pa = (½ ρ π d2 v3)/four
pa = (½*1.225*π*zero.four*0.four *103)/4
pa = 77watt
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