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Easily calculate imbalance force with our online calculator. Learn the formula, steps, and examples to understand how imbalance force works.
Machines move. Wheels spin. Fans rotate. But when weight isn’t spread evenly, things get shaky. That shake is caused by what we call imbalance force.
To make life easier, we built an Imbalance Force Calculator. You’ll just enter mass, radius, and frequency, and it’ll give you the exact force in Newtons. No long math. No stress.
This guide walks you through the formula, how to use the tool, and why imbalance force matters.
Imbalance force is the extra force created when a rotating object isn’t balanced. Think of a washing machine shaking when clothes stick to one side of the drum. That wobble comes from imbalance force.
In simple terms: imbalance force is the push or pull on a rotating body caused by uneven weight distribution.
The imbalance force formula is:
IF = m × R × (2 × π × f)²
Where:
The formula shows that force grows with mass, radius, and frequency. If you double the frequency, the force becomes four times bigger.
Let’s go step by step with an example.
Mass = 12 kg
Radius = 3 m
Frequency = 50 Hz
Step 1: Find angular frequency
ω = 2 × π × f
ω = 2 × 3.14159 × 50 = 314.16 rad/s
Step 2: Apply the formula
IF = m × R × (2 × π × f)²
IF = 12 × 3 × (314.16)²
IF = 3,553,051.58 N
That’s a huge force! It shows why balance in rotating parts is so important.
The tool will show the imbalance force instantly, along with step-by-step math.
The Imbalance Force Calculator makes a tricky concept easy. You don’t need to be an engineer to use it. Just plug in numbers, hit calculate, and you’ll know the imbalance force in seconds. It’s fast, simple, and accurate.
The formula is IF = m × R × (2 × π × f)².
Balance force means forces acting on an object are equal and cancel each other out. If the imbalance force is zero, the system is balanced.
It supports kg, g, lb, oz, ton for mass; m, cm, mm, in, ft for radius; Hz, rpm, rps for frequency.
Because the formula squares frequency. Higher speed increases imbalance force dramatically.