Recent content by amstrf89

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    Analyzing Acceleration in a Particle's Spiral Motion

    Thanks for the help. I think I figured it out.
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    Analyzing Acceleration in a Particle's Spiral Motion

    What is this part of the equation: \((r\ddot\theta + 2\dot r \dot\theta)\hat{\boldsymbol\theta}?
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    Analyzing Acceleration in a Particle's Spiral Motion

    Is angular acceleration the same as radial acceleration? Also, what is the equation for tangential acceleration? I just changed my original comment. The relevant equations are \frac{d\mathbf{r}}{dt} = \dot r\hat{\mathbf{r}} + r\dot\theta\hat{\boldsymbol\theta} \frac{d^2\mathbf{r}}{dt^2}...
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    Analyzing Acceleration in a Particle's Spiral Motion

    a is supposed to be alpha, an unknown constant. A is equal to 1/(pi) m/rad.
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    Analyzing Acceleration in a Particle's Spiral Motion

    Homework Statement A particle moves outward along a spiral. Its trajectory is given by r=Aθ, where A is a constant. A=1/π m/rad. θ increases in time according to θ=αt^2/2, where α is a constant. Show that the radial acceleration is zero when θ=1/√2 rad. At what angles do the radial and...
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