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Launch Angle & Distance Optimizer

Find the launch angle that carries the farthest.

Exit velocity sets how far a ball can go. Launch angle decides how much of that you actually get. Set the exit velocity and the current angle, and this tool finds the optimal angle, the carry you are leaving behind, and the exact angle window that clears the fence.

Optimal angle Distance left behind Home run window Live carry curve
1. Fence 2. Contact 3. Result
Fence pending Exit velocity pending Launch angle pending

Which fence are you trying to clear?

The wall distance sets the home run window — the range of launch angles that actually put the ball over it at a given exit velocity.

Choose a fence distance before moving forward. It sets the home run window for the result.
Read the guide

Set exit velocity and launch angle.

Use a launch monitor reading if you have one. Otherwise estimate: hard high school contact is around 90 mph, and a normal line drive leaves the bat between 10° and 25°.

Exit velocity

-- mph

Youth contact is often 50–70 mph, high school 75–95 mph, and college and pro 95–110 mph.

Launch angle

--°

Below 10° is a ground ball, 10–25° is a line drive, 25–50° is a fly ball, and above 50° is a pop up.

Reset

Result ready.

The result card shows the optimal angle, the carry you are leaving behind, and the angle window that clears the fence.

Get exit velocity from bat speed
Optimal angle chart

Optimal launch angle and max carry by exit velocity

The optimal angle falls as exit velocity rises. Harder contact spends less time in the air, so a flatter, faster trajectory beats a higher one.

Exit velocity Optimal angle Max carry Context
75 mph ~33° ~248 ft Youth contact. Even at the perfect angle this stays in the outfield on a 60/90 field.
85 mph ~31° ~302 ft Solid high school contact. Clears a Little League fence with room to spare.
95 mph ~30° ~360 ft The threshold where a 330 ft high school fence starts going out.
105 mph ~28° ~424 ft Pro-level barrel. Clears 400 ft to straightaway center at the right angle.
115 mph ~27° ~499 ft Elite exit velocity. The angle window that produces a home run is very wide.
FAQ

Questions about launch angle and distance

What is the best launch angle for distance?

For most hitters it is 25 to 35 degrees. The exact optimum depends on exit velocity: harder contact carries farther on a flatter angle, so a 110 mph ball peaks near 27 degrees while a 70 mph ball peaks closer to 33 degrees. Without air resistance the answer would be 45 degrees, but drag punishes the long, high flight path of a steep ball.

Why is 45 degrees not the optimal launch angle?

Forty-five degrees is optimal only in a vacuum. A real baseball spends the whole flight fighting air resistance, and a 45 degree ball hangs in the air far longer than a 30 degree ball, bleeding off speed. That extra drag costs more distance than the extra height gains, so the real optimum falls into the high 20s and low 30s.

How much distance does the wrong launch angle cost?

A lot. At 100 mph exit velocity, a ball hit at 45 degrees carries about 300 feet while the same contact at 29 degrees carries about 390 feet. That 16 degree miss is roughly 90 feet, which is the difference between a routine fly ball and a home run.

What exit velocity do I need to hit a home run?

At the optimal angle you need roughly 66 mph to clear a 200 foot Little League fence, about 81 mph for a 275 foot intermediate fence, about 90 mph for a 330 foot high school fence, and about 102 mph to reach 400 feet in straightaway center. Below those numbers no launch angle will get the ball over the wall.

Should young hitters try to raise their launch angle?

Only after they can hit the ball hard. Launch angle multiplies exit velocity, it does not replace it. A 60 mph ball at the perfect angle still does not leave the infield. Build bat speed and barrel accuracy first, then work the angle into the 15 to 30 degree band that produces line drives.

How accurate is this optimizer?

It is a directional model that accounts for drag, not a simulation. Real carry also depends on backspin, altitude, temperature, wind, and humidity. A ball hit in Denver carries noticeably farther than the same ball at sea level. Use the optimizer to understand the angle relationship, then confirm with a launch monitor.