Recent content by Hybrid_Theory

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    Calculating Shearing Stress in a Newtonian Fluid

    Origin of y is the centerline. I dunno, I'm really confused. :/
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    Calculating Shearing Stress in a Newtonian Fluid

    Either bottom or top plate, doesn't make a diff in this question. It's like a radius if you will. It says the flow is symetrical.
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    Calculating Shearing Stress in a Newtonian Fluid

    Homework Statement The velocity distribution for the floe of a Newtonian fluid between 2 wide parallel plates is given by the equation u=3V/2[1-(y/h)^2] where V is the mean velocity. The fluid has a viscosity of 1.915Ns/m^2. When V=0.61m/s and h=5mm, determine: A) the shearing stress acting on...
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    Integrating Sin(x^3) - Homework Equations & Solution

    That's what I figured. So what do I do with it?
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    Integrating Sin(x^3) - Homework Equations & Solution

    Homework Statement I need to intergrate sin(x^3) for a sum and I don't know how to. Homework Equations The sum is (integrate)3x+Sin(x^3)+1 The Attempt at a Solution I've tried substituting u for x^3 but I don't know where to go from there considering du=3x^2.dx, which isn't...
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    How to Find the Centroid of a Composite Shape?

    Homework Statement As part of a test I was given an irregular shape to find its centroid. It was a rectangle with a right angled triangle on its right side (I don't have a picture to upload for ye unfortunately). Homework Equations dA=y.dx X(bar)=intrecal x.y.dx Y(bar)=intrecal y^2/2.dy The...
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    Times when particle is moving in the positive x direction

    The answer is 2-sqrt2 < t < 2+sqrt2 but I'm still at a lose on how to get this. =/
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    Times when particle is moving in the positive x direction

    Homework Statement A particle has displacement x(t) = (t^3 - t^2)e^-t for times 0=<t=<9. Find its velocity v(t) and determine for what times the particle is moving in the positive x direction. Homework Equations Differentiating x(t) you get v(t)=-t(t^2-4t+2)e^-t The Attempt at a...
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