That a cricketer should have only one bit of science, and that, as he applies it, a blunder, is indeed a pity.
I have already shown that, in bowling, the apparent angle of reflection is rendered unequal to the angle of incidence by the rotatory motion or spin of the ball, and also by the roughness of the ground.
I have now to explain that this law is equally disturbed in batting also; and by attention to the following observations, many a forward player may learn so to adapt his force to the inclination of his bat as not to be caught out, even although (as often happens to a man’s great surprise) he plays over the ball!
The effect of a moving body meeting another body moving, and that same body quiescent, is very different. To prove this,
Fix a bat immoveably perpendicular in the ground, and suppose a ball rises to it from the ground in an angle of 45° as the angle of incidence; then supposing the ball to have no rotatory motion, it will be reflected at an equal angle, and fall nearly under the bat.
But supposing the bat is not fixed, but brought forcibly forward to meet that ball, then, according to the weight and force of the bat, the natural direction of the ball will be annihilated, and the ball will be returned, perhaps nearly point blank, not in the line of reflection, but in some other line more nearly resembling the line in which the bat is moved.
If the bat were at rest, or only played very gently forward, the angles of reflection would not be materially disturbed, but the ball would return to the ground in proportion nearly as it rose from it; but by playing very hard forward, the batsman annihilates the natural downward tendency of the ball, and drives it forward, perhaps, into the bowler’s hands; and then, fancying the laws of gravitation have been suspended to spite him, he walks back disgusted to the pavilion, and says, “No man in England could help being out then. I was as clean over the ball as I could be, and yet it went away as a catch!”
Lastly, as to “being out by luck,” always consider whether, with the same adversaries, Pilch or Parr would have been so put out. Our opinion is, that could you combine the experience and science of Pilch with the hand and eye of Parr, luck would be reduced to an infinitesimal quantity.