Gravitational Acceleration
GRAVITY ARCHITECT
NEWTONIAN FIELD SIMULATOR
Earth ≈ 5.97e24 | Jupiter ≈ 1.90e27
Earth ≈ 6.37e6 | Sun ≈ 6.96e8
Gravity Core
Constant Force. Gravitational acceleration defines the rate of descent for all objects in a vacuum.
- 🌎 Earth Standard: 9.806 m/s 2 at sea level.
- ⚖️ Mass Independent: In a vacuum, a feather and a hammer fall at the same rate.
- 🌌 Orbital Mechanics: The foundation for Keplerian motion in your simulations.
G-Force Vector
Relative Load. G-force measures the apparent weight of an object during rapid velocity changes.
- 🏎️ Lateral G: Experienced during high-speed cornering.
- 🚀 Longitudinal G: Felt during rapid takeoff or braking.
- 🔬 Sensor Logic: Utilizing mobile accelerometers for real-time calculation.
Escape Vector
Gravitational Exit. Escape velocity is the Kinetic Threshold required to leave a planetary well forever.
- 🚀 Threshold: 11.2 km/s required to leave Earth's influence.
- 📉 Inverse Square: ve decreases as you move further from the center.
- ⚛️ Energy Balance: Where Kinetic Energy exactly cancels Potential Energy.
Orbit Engine
Circular Balance. Low orbit speed is the Exact Equilibrium where gravity becomes a steering force rather than a collision.
- 🛰️ Velocity: Required speed is roughly **7.8 km/s** for LEO.
- 🔄 Period: One full revolution every **90 to 120 minutes**.
- 📉 Altitude Rule: The higher the orbit, the **slower** the required speed.
Paper
GRAVITY LOG: g = GM / r² 🍏
Subject: Kinematics & Force. Target: Constant Acceleration.
PHYSICS CLEARANCE
CLASSICAL MECHANICS DIV
ACCELERATION ACCURACY
0/5
NEWTON AI
Kinematics LeadGravitational Accel.
g = GM / r²
G = Gravitational Constant
M = Mass of the planet
r = Radius of the planet