Physics

Physics · modern-physics

Problem

Find a bound on the possible values of the integral constant C2C_{2} using the following conditions: C1=0C_{1}=0 and d2rdϕ2>0\frac{d^{2} r}{d \phi^{2}}>0 at r=r1r=r_{1}. Further, derive the following equation with appropriate positive constants DD and ε\varepsilon: r=D1+εcos⁡ϕr=\frac{D}{1+\varepsilon \cos \phi}

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