Can you skydive on the moon? – SEE SAW Comics, Webcomics from the Sequential Artists Workshop

Can you skydive on the moon?

Panel 1: The question “Can you skydive on the moon?” appears above a lunar landscape showing a lunar lander right above the surface of the moon. Below the question is the text, “This is truly mind-boggling. How would a parachute inflate in an environment that has no atmosphere.” Panel 2: The text continues, “How would you get to skydiving altitude? An airplane needs an atmosphere as much as a parachute does.” To the left and below this text are five stars and the moon. The craters in the moon form a smiley face. A jet airplane circles the moon on the ground. Panel 3: The text continues, “Imagine a moon jump from a height of 2,000 feet. Would it cause an injury? The moon’s gravity is only one-sixth that of earth’s. Yet on earth, gravity is countered by air resistance in the atmosphere.” At the lower right corner of this panel is a small illustration of the earth and the moon. In the center in stacked descending letters is the word ‘Gravity.’ Below that, written out horizontally are the words ‘Air Resistance.’ Dark gray arrows underscore the point that gravity and air resistance are bigger factors on earth. Panel 4: At the left of the panel, an astronaut falls with a streaming parachute. To the right are the following words, “You would not accelerate as fast on the moon, but you would not have earth’s atmosphere to slow you down. You would hit the moon’s surface at about 100 miles per hour. This cartoon is part of a series called Falling. It is written and drawn by Jim Hamilton who can be found on Instagram at Green Harbor Publications (all one word, greenharborpublications).

Published On: March 24, 2025

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How long does it take to fall five hundred feet and how fast will I be going? This is a single-panel cartoon that describes “Speed, Distance, and Time of Fall for an Average-Sized Adult in a Stable Freefall Position.” There are three labeled axes on this graph. On the left is a vertical axis showing time in seconds ranging from the top at zero seconds to the bottom at twelve seconds. A horizontal axis at the bottom of the graph covers approximate speed in miles per hour from zero to 120 miles per hour. On the right, the vertical axis shows distance in feet fallen. It ranges from zero feet at the top, to 1,483 feet at the bottom. A curved arrow at the upper left starts at zero seconds and zero speed. The arrow arcs to the lower right-hand corner where the speed is 120 miles per hour and 1,483 feet fallen. About halfway along the arrow a person in a t-shirt and dark pants falls with their hands up and a distressed expression on their face. A series of statements numbered one to three appear inside the graph. They read: 1. After about six seconds you will have fallen 500 feet. 2. You will be falling at about 95 miles per hour. 3. Good news! After twelve seconds your speed will no longer increase. This is called reaching ‘terminal velocity.’ This cartoon is part of a series called Falling. It is written and drawn by Jim Hamilton who can be found on Instagram at Green Harbor Publications (all one word, greenharborpublications).

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