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Remains unchanged
v⊥,after=−ev⊥,beforev_{\perp, \text{after}} = -e v_{\perp, \text{before}}v⊥,after=−ev⊥,before
0≤e≤10 \leq e \leq 10≤e≤1
hn=e2nh0h_n = e^{2n} h_0hn=e2nh0
v⊥,n=(−e)nv⊥,0v_{\perp, n} = (-e)^n v_{\perp, 0}v⊥,n=(−e)nv⊥,0
No impulse in tangential direction (smooth surface)
v=v∥+v⊥\mathbf{v} = \mathbf{v}_\parallel + \mathbf{v}_\perpv=v∥+v⊥
vrebound=evimpactv_\text{rebound} = e v_\text{impact}vrebound=evimpact
ΔKE=KEinitial−KEfinal\Delta KE = KE_\text{initial} - KE_\text{final}ΔKE=KEinitial−KEfinal
v⊥=−eu⊥v_\perp = -e u_\perpv⊥=−eu⊥
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