⚡ Angular Velocity Calculator (ω)
📘 Instantly calculate angular velocity using RPM, Frequency or Time Period.
ω = 2πf
ω = 2π / T
ω = (2π × RPM) / 60
Where:
ω = Angular Velocity (rad·s⁻¹)
f = Frequency (Hz)
T = Time Period (s)
✍️ Author & Academic Authority: Dr. Nitish Kr. Bharadwaj
📘 Qualifications: B.Sc., B.Ed., M.Sc., Ph.D. (Biochemistry), MBA (Financial Management)
🔎 Angular velocity Calculator with circular motion example
⚙️ Angular Velocity Calculator is a powerful online physics tool designed to instantly compute angular velocity (ω) in rad/s, deg/s, or revolutions per second, using scientifically accurate rotational motion formulas.
📐 In physics, angular velocity measures how fast an object rotates around a fixed axis. Unlike linear velocity, it focuses on rotational dynamics, making it essential for circular motion, mechanical systems, and real-world engineering applications.
🚀 This free angular velocity calculator eliminates manual calculations, minimizes human error, and delivers instant, precise results, making it ideal for:
- Students 📘
- Engineers 🛠️
- Teachers 👨🏫
- Competitive exam aspirants (IIT-JEE, NEET, SAT) 🎯
✨ Formula Used:
✅ Applications of Angular Velocity in Daily Life 🌍
🔄 Angular velocity is not just theoretical—it governs many real-world systems:
- 🚗 Automobile wheels & engine crankshafts
- 🕰️ Analog clocks (second, minute, hour hands)
- 🌀 Ceiling fans & turbines
- 🌍 Earth’s rotation and planetary motion
- 🎡 Ferris wheels and amusement rides
- ⚙️ Robotics, motors, and mechanical gears
📌 Engineers rely on angular velocity to optimize torque, rotational stability, and energy efficiency.
⚠️ Disclaimer
This Angular Velocity Calculator is intended for educational, academic, and reference purposes only. While every effort is made to ensure scientific accuracy, results should not be used as a substitute for professional engineering, mechanical, or industrial analysis. Always verify calculations independently for critical applications.
✅ FAQs
❓ What is angular velocity in physics?
👉 Angular velocity is the rate of change of angular displacement with time, representing how fast an object rotates around an axis.
❓ What is the SI unit of angular velocity?
👉 The SI unit is radians per second (rad/s).
❓ How is angular velocity different from linear velocity?
👉 Angular velocity describes rotational motion, while linear velocity describes straight-line motion.
❓ Can angular velocity be constant?
👉 Yes ✅. In uniform circular motion, angular velocity remains constant.
❓ Who should use an angular velocity calculator?
👉 Students, teachers, engineers, researchers, and competitive exam aspirants can all benefit from it
