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What are the formulas for Range and Max Height?

Range R = (v₀² * sin(2θ)) / g, and Maximum Height H = (v₀² * sin²(θ)) / (2g).

Why does horizontal velocity remain constant?

Because gravity acts strictly vertically downward, meaning there is zero horizontal acceleration in idealized projectile motion.

Home/All Tools/Virtual Lab & Science/Classical Mechanics Projectile Motion Lab

How to Use & Guide ↓

Classical Mechanics Projectile Motion Lab

Virtual Lab & Science

Local In-Browser Memory

Launch Velocity: 25 m/s

Launch Angle (θ): 45°

Celestial Gravity (g)

Total Distance / Range

63.78 m

Max Apex Height (H)

15.94 m

Flight Time

3.61 s

Classical Mechanics Projectile Motion Lab

4.93•440K Users•100% Client-Side Privacy

Unlimited Free

Simulate projectile trajectory, apex height, total flight time, and range under Earth, Moon, and Mars gravity.

Launch velocity & angle (θ)Earth, Moon & Mars gravityMax height & flight timeTotal trajectory range

How to Use Classical Mechanics Projectile Motion Lab

Follow these simple steps to process your files securely in browser memory.

1Step 1 of 3

Set Launch Angle (θ) & Initial Velocity (v₀)

Adjust launch angle (0° to 90°) and speed in meters per second.

Pro Tip: In a vacuum, a 45° launch angle achieves the maximum theoretical horizontal range.

2Step 2 of 3

Select Celestial Gravity (Earth, Moon, Mars)

Choose Earth (g=9.81 m/s²), Moon (g=1.62 m/s²), or Mars (g=3.71 m/s²).

Pro Tip: Because Moon gravity is 1/6th of Earth, projectiles travel 6x farther for the same launch speed.

3Step 3 of 3

Inspect Trajectory Curve & Flight Physics

Review maximum apex height, flight duration, and horizontal distance.

Pro Tip: Horizontal velocity remains constant (vx = v₀ cos θ), while vertical velocity undergoes constant gravitational acceleration.

Who Is Classical Mechanics Projectile Motion Lab Built For?

Designed for professionals seeking fast, private, and unlimited client-side execution.

Primary Target Audience

🎯Classical Physics Students & Game Developers

Also Widely Used By

Mechanical EngineersAerospace Enthusiasts

Typical Real-World Use Cases

Simulating 2D parabolic projectile trajectories without air resistance
Calculating Maximum Apex Height (H), Time of Flight (T), and Total Range (R)
Comparing gravity environments: Earth (9.81 m/s²), Moon (1.62 m/s²), and Mars (3.71 m/s²)

Interactive Parabolic Trajectory Canvas

Watch the simulated projectile trace its flight path.

Multi-Planet Gravity Matrix

Compare launches across Earth, Moon, and Mars.

Complete Kinematics Telemetry

Instant Apex Height, Total Range, and Flight Duration.

Frequently Asked Questions about Classical Mechanics Projectile Motion Lab

45 degrees produces maximum range on level ground in the absence of air resistance.

Top Search Queries for Classical Mechanics Projectile Motion Lab:

projectile motion simulator physics virtual labcalculate trajectory apex height flight time rangeprojectile motion 45 degrees angle calculatorphysics kinematic parabolic trajectory simulatorprojectile physics moon earth mars gravity

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