Steps for solving problem for finding maximum power, Mechanical Engineering

Assignment Help:

Steps for Solving Problem for Finding Maximum Power:

1. Use formula stress (σ) = force (Maximum Tension)/Area

Where;  Area = b.t that is, Tmax = σ.b.t

2. Unit mass (m) = ρ.b.t.L Where

ρ = Density of material

b = Width of Belt t = Belt thickness L = Unit length

Take L = 1m, if b and t are in meter

Take L = 100cm, if b and t are in cm

Take L = 1000mm, if b and t are in mm

3. TC  =1/3 Tmax = mV2, to finding TC  and velocity.
We do not Calculate Velocity using V = ΠDN/60 m/sec

5. Tmax  = T1  + Tc, for finding T1

6. For T2, By using relation Ratio of belt tension = T1/T2  = eµθ

7. Maximum Power Transmitted = (T1 - T2).v/1000 Kw


Related Discussions:- Steps for solving problem for finding maximum power

Maximum stress in the beam due to bending, For the beam shown below, we nee...

For the beam shown below, we need to determine: (i)  the support reactions R L and R R (ii) the shear force and bending moment diagrams (iii) the maximum stress in the b

Maximum stress failure criterion, a) Determine the value of σ 0 to cause f...

a) Determine the value of σ 0 to cause failure when θ=30°, according to the maximum stress failure criterion.  Consider both σ 0 > 0 and σ 0 e.g. "failure in longitudinal tens

Determine the heat rejection, In an engine working on Diesel cycle inlet pr...

In an engine working on Diesel cycle inlet pressure and tem are 1 bar and 17 o c respectively. Pressure at the end of adiabatic compression is 35 bar. He ratio of expansion i.e. af

Shaft, Ask questiofull details of shaftn #Minimum 100 words accepted#

Ask questiofull details of shaftn #Minimum 100 words accepted#

Spark ignition engines - thermodynamics, Spar k Ignition Engines (or S.I. ...

Spar k Ignition Engines (or S.I. Engine): It works on otto cycle. In Otto cycle, energy supply and rejection occur at the constant volume process and compression and expansio

Problem definition of advance manufacturing, PROBLEM DEFINITION Inspi...

PROBLEM DEFINITION Inspiration for a product is most often the result of meeting a particular need or problem that existing products are not able to satisfy. When defining a

Evaluate the motion of the system, Evaluate the motion of the system: ...

Evaluate the motion of the system: If in above Example, the block A is resting on an inclined plane at 45 o to horizontal as illustrative in Figure, find out the motion of th

Write Your Message!

Captcha
Free Assignment Quote

Assured A++ Grade

Get guaranteed satisfaction & time on delivery in every assignment order you paid with us! We ensure premium quality solution document along with free turntin report!

All rights reserved! Copyrights ©2019-2020 ExpertsMind IT Educational Pvt Ltd