Fan Speed Simulator
Explore speeds from a complete stop to 6,000 RPM. Choose speed presets or enter an exact value to observe how changing rotational speed affects the simulated fan.
Explore fan rotation in real time. Adjust RPM, blade count, size and direction to compare speeds and visualize rotation behavior.
Interactive rotor simulation & speed analytics
Animated top-down blade visualization
Fine-tune the simulation
Changes the illustrated blade shape only; not an aerodynamic prediction.
Revolutions / minute
Full rotations / second
At the blade outer edge
Blade passages / second
Selected speed history across a 60-second window
Changes are recorded while this page is open. Timeline starts when the visualizer loads.
Derived from the selected parameters
Dedicated visualizer, comparison and rotational calculators. All values update as you edit.
Compare idealized blade-tip speed at the same RPM. Larger diameter does not by itself establish better cooling, noise or airflow.
Blade-tip speed · 20.00 Hz rotation
Blade-tip speed · 20.00 Hz rotation
At equal RPM, the 140 mm blade tip moves 16.7% faster.
Independent calculator inputs; change these without changing the animation. Use “Use simulator values” to match your current fan.
RPM → Hz
20.000 HzRPM ÷ 60
Blade-tip speed
7.540 m/sπ × diameter (m) × RPM ÷ 60
Blade-pass frequency
100.000 HzBlade count × RPM ÷ 60
Save a baseline and compare calculated values against your current fan settings. These are theoretical rotational quantities.
| Metric | Baseline | Current |
|---|---|---|
| Save a baseline to begin. | ||
RPM, angular velocity, blade-pass frequency, revolution time, and idealized tip speed are computed from the chosen parameters. Airflow arrows and blade pitch are illustrative. This simulator cannot determine real CFM, static pressure, sound level, electrical consumption, or actual fan efficiency without manufacturer measurements and fan curves. The animation is intentionally visually slowed at high RPM to avoid aliasing.
Keyboard: Space pauses or resumes when not editing a field; arrow keys adjust RPM in 50 RPM increments when the page (not an input) is focused. Reduced-motion system preferences disable automatic spinning until manually resumed.
What actually happens when a cooling fan speeds up from 500 to 3,000 RPM? How does a 140 mm fan compare with a 120 mm model? And how fast are those blade tips really moving?
The UtilityGlen Fan Speed Simulator turns rotational physics into an animated, interactive experience. Visualize spinning blades, explore fan diameters, calculate RPM to Hz, measure theoretical blade-tip speed, and discover blade-pass frequency — all in your browser.
Illustrative fan artwork · Not a live speed reading
Illustrative fan artwork · Not a live speed reading
Revolutions every minute in our example.
Twenty complete rotations every second.
Theoretical speed for a 120 mm rotating diameter.
Frequency for five blades at 1,200 RPM.
From a spinning rotor to rotational calculations, every part of the simulator helps answer a different question about fan speed.
Explore speeds from a complete stop to 6,000 RPM. Choose speed presets or enter an exact value to observe how changing rotational speed affects the simulated fan.
See blade geometry, direction, diameter and speed in a top-down rotor visualization. Adjust the fan settings and observe the changes without needing physical hardware.
Compare theoretical blade-tip speeds at the same RPM. Learn why changing diameter changes the distance traveled in one revolution, even when rotational frequency stays identical.
Convert revolutions per minute into revolutions per second instantly. Understand the relationship between RPM and Hertz for rotating fans, motors and other mechanisms.
Calculate the linear speed at a blade's outer radius using fan diameter and RPM. See the result in meters per second and learn how rotational motion becomes tangential motion.
Discover how often the blades pass a stationary reference point. Enter blade count and RPM to calculate blade-pass frequency in Hz — a useful concept when studying periodic fan excitation.
Watch a moving rotor with adjustable direction, pause and resume controls, and illustrative airflow particles. Explore intake and exhaust flow directions while learning how fans are used to move air through a computer or ventilation system.
Airflow particles demonstrate direction visually; they are not computational fluid dynamics or measured airflow.
Both sizes are common in PC cooling, but diameter alone does not tell the full performance story. Here's what the geometry tells us when both fans spin at the same 1,200 RPM.
A 120 mm rotating diameter has a circumference of approximately 0.377 meters.
A 140 mm rotating diameter has a circumference of approximately 0.440 meters.
At the same RPM, the 140 mm rotating diameter produces approximately 16.7% greater theoretical blade-tip speed than the 120 mm diameter. But that does not automatically mean 16.7% more airflow or better cooling.
Measurement note: These examples use the stated 120 mm and 140 mm values as the effective rotating diameters. Real PC fan dimensions commonly refer to the frame, and the actual blade-tip diameter may be smaller. For product-specific estimates, use the actual rotor diameter.
You don't need an engineering degree to understand how these numbers work.
RPM counts rotations per minute. Hertz counts cycles per second. Dividing by 60 converts one minute into seconds.
Example: 1,200 RPM ÷ 60 = 20 Hz
Here D is the effective blade-tip diameter in meters. Each revolution moves the tip through one circumference, equal to π × D.
Example: π × 0.12 × 1,200 ÷ 60 ≈ 7.54 m/s
Every blade passes a fixed point once per revolution. More blades or higher RPM increase the number of blade passes each second.
Example: 5 blades × 1,200 RPM ÷ 60 = 100 Hz
Angular velocity describes how quickly the rotor turns through an angle. A complete revolution equals 2π radians.
Example: 1,200 RPM ≈ 125.66 rad/s
Reference conversions for rotational speed, using a five-blade fan and a 120 mm effective rotating diameter.
| Fan RPM | Rotational frequency | Blade-pass frequency | Tip speed |
|---|---|---|---|
| 500 RPM | 8.33 Hz | 41.67 Hz | 3.14 m/s |
| 1,000 RPM | 16.67 Hz | 83.33 Hz | 6.28 m/s |
| 1,200 RPM | 20.00 Hz | 100.00 Hz | 7.54 m/s |
| 2,000 RPM | 33.33 Hz | 166.67 Hz | 12.57 m/s |
| 3,000 RPM | 50.00 Hz | 250.00 Hz | 18.85 m/s |
| 6,000 RPM | 100.00 Hz | 500.00 Hz | 37.70 m/s |
Four simple steps take you from a spinning fan to useful rotational measurements.
Drag the speed slider, select a preset, or type an exact rotational speed.
Change diameter, blade count and rotation direction to explore different configurations.
Examine Hz, theoretical tip speed, blade-pass frequency, speed history and other calculations.
Compare 120 mm and 140 mm diameters, save a baseline or export supported charts and visual data.
You don't need expensive test equipment just to explore the mathematics and visualize the fundamentals of rotational motion.
Explore fan sizes, RPM relationships and basic rotational concepts relevant to PC cooling.
Demonstrate RPM, Hertz, angular velocity and circular motion with visual examples.
Explore theoretical speed relationships relevant to motors, DIY projects and fan-control experiments.
Quickly check rotational calculations and visualize simplified fan geometry.
The tool applies standard rotational formulas to the values you select, including:
A rotational simulator cannot accurately determine real cooling performance from RPM, diameter and blade count alone.
Understanding cooling fan RPM, rotation frequency and diameter can feel complicated at first. These short answers cover the essentials and explain how the simulator can help.
Remember: Higher RPM means more revolutions per minute, but it does not guarantee better cooling across different fan models.
Explore fan rotation, compare diameters, discover the mathematics of blade speed and visualize airflow — all from one interactive fan speed simulator.
Handy web tools for daily use. Everything runs right in your browser—no sign-ups, no cloud uploads, and your data stays entirely on your device.