Soldiers on the march – Using math to learn about the Civil War

by | Apr 28, 2017 | Lesson Plans

During the Civil War, there were no cars, planes or other fancy transportation.  While the cavalry rode their horses between battlefields, the infantry walked.  The question is, how fast did they walk and how much ground could they cover?

In the Official Records of the Civil War, Major General Sedgwick said, “This command arrived on the field of Gettysburg on the afternoon of July 2, after a march of more than 30 miles.”  The question is, how long did it take them to march the 30 miles?

Soldiers on the March

Image from Harper’s Weekly in May 1861

 Casey’s Infantry Tactics for Infantry says that the “common step” is 28 inches at 90 steps per minute, the “quick-step” was the same at 110 per minute, and “double-quick” was 33 inches at 165 per minute. This breaks down into the following (sharpen your pencils):

Since the common step time was 90 steps (28″ step) per minute, that should equal 210′ per minute. Now consider that if a soldier would walk 50 minutes an hour and rest 10 minutes, he would travel 1.98 miles per hour. During and eight hours march, he would cover about 16 miles. In ten hours, he could cover almost 20 miles and twelve hours close to 24 miles.

Marching at the quick-step was 110 steps (28” step) per minute and that is 256’ per minute or 2.4 miles per hour based on 50 minutes marching and ten resting. An eight-hour quick-step march would cover approximately 19 miles.  A ten-hour march would be 24 miles and a twelve-hour march would cover 29 miles.

Finally, at the double-quick, the rate increases to 165 steps (33″ step) per minute and that works to 454′ per minute. With the same 50 minutes of marching and rest 10 every hour, a soldier would travel 4.3 miles for every hour of “double time.” An eight-hour march would cover 34 miles if the soldiers could sustain that pace for an extended period.

In the classroom:

So let’s take General Sedgwick’s 30-mile march and see how long it may have taken using five different scenarios:

  1. Marching 10 miles at each of the three steps
  2. Marching 15 miles at common step, 10 miles at quick-step and 5 miles at the double-quick
  3. Marching 20 miles at the common step, 5 miles at the quick-step and 5 miles at the double-quick
  4. Marching 5 miles at the common step, 15 miles at the quick-step and 10 miles at the double-quick
  5. Marching 25 miles at the common step and 5 miles at the double-quick

Let me know what you come up with!

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