The Laws of Impact and Reflected Motion
How angle, density and resistance of the struck body govern the rebound
Under the heading 'On percussion', Leonardo sets down a chain of propositions on how a body rebounds after striking: reflected motion is weaker the shorter it is, and shorter the greater the impact that caused it. He argues that a blow has more power when made between more equal angles, that among equal-angle blows the denser and more resistant object yields the stronger impact, and that a sphere spins more in its rebound the more unequal the angles of the strike. A small sketch of a ball on a line at the foot of the page illustrates the impact. Further untranscribed lines appear at the very bottom of the sheet.
On this page
Reflected motion is weaker the shorter it is
Reflected motion grows weaker the shorter its course, and it is shortest when produced by the greatest impact. A blow carries most power when delivered between more equal angles; among equal-angle blows the one struck on a denser object is strongest, and among objects of equal density the more resistant one yields the more powerful impact.
A sphere spins more when struck at unequal angles
A spherical body turns the more in its reflected motion, the more the impact is made between unequal angles. This links the rotation imparted to a ball directly to the asymmetry of its strike.
