Hole Clearance Fit Class Calculator
Free Hole clearance fit class Calculator for materials specifications projects. Enter dimensions to get material lists and cost estimates.
Hole Clearance Fit Class Calculator
Calculator
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Formula: Clearance = Hole Size - Shaft Size
Worked example โ Hole: 25.0049 to 25.0157 mm, Shaft: 24.9931 to 25.0000 mm, clearance 0.0049 to 0.0226 mm
Formula
Clearance = Hole Size - Shaft Size
For each fit class, the hole and shaft have specified tolerance bands relative to the nominal size. The minimum clearance equals the minimum hole diameter minus the maximum shaft diameter. The maximum clearance equals the maximum hole diameter minus the minimum shaft diameter. Fit class determines the tolerance factors applied.
Worked Examples
Example 1: RC4 Fit for 25mm Shaft
Problem:Determine hole and shaft limits for a 25mm nominal diameter using RC4 close running fit.
Solution:Nominal in inches = 25 / 25.4 = 0.9843 in RC4 deviation factors used here: hole +0.0005 to +0.0016, shaft 0.0000 to -0.0007 (per unit of nominal, scaled) Hole limits = 25 + 0.0049 to 25 + 0.0157 = 25.0049 to 25.0157 mm Shaft limits = 25 - 0.0069 to 25 - 0.0000 = 24.9931 to 25.0000 mm Minimum clearance = smallest hole - largest shaft = 25.0049 - 25.0000 = 0.0049 mm Maximum clearance = largest hole - smallest shaft = 25.0157 - 24.9931 = 0.0226 mm
Result:Hole: 25.0049 to 25.0157 mm, Shaft: 24.9931 to 25.0000 mm, clearance 0.0049 to 0.0226 mm
Example 2: RC2 Sliding Fit for 50mm Bore
Problem:Calculate fit limits for a 50mm bore using RC2 sliding fit class.
Solution:Nominal in inches = 50 / 25.4 = 1.9685 in RC2 deviation factors: hole +0.0003 to +0.0009, shaft 0.0000 to -0.0004 Hole limits = 50 + 0.0059 to 50 + 0.0177 = 50.0059 to 50.0177 mm Shaft limits = 50 - 0.0079 to 50.0000 = 49.9921 to 50.0000 mm Minimum clearance = 50.0059 - 50.0000 = 0.0059 mm Maximum clearance = 50.0177 - 49.9921 = 0.0256 mm RC2 is a sliding fit: parts assemble by hand and locate accurately, but the band is too tight to run continuously under load
Result:Hole: 50.0059 to 50.0177 mm, Shaft: 49.9921 to 50.0000 mm, clearance 0.0059 to 0.0256 mm
Frequently Asked Questions
What are the ANSI running and sliding fit classes?
ANSI defines eight classes of running and sliding clearance fits (RC1 through RC8). RC1 provides the tightest fit with minimal clearance for precision location. RC2-RC3 are sliding fits for accurate location with greater freedom. RC4-RC5 are close to medium running fits for journal bearings. RC6-RC7 are medium to free running fits where wide clearance is needed. RC8 is a loose running fit used where accuracy is not critical.
How do I determine which fit class to use?
The choice depends on the functional requirement of the assembly. For precision instruments and location fits, use RC1 or RC2. For bearings with light loads and moderate speeds, RC3 or RC4 are appropriate. For general-purpose bearings under normal conditions, RC5 or RC6 work well. For heavy-duty or high-temperature applications where thermal expansion is a concern, choose RC7 or RC8 for generous clearance.
What is the difference between clearance, transition, and interference fits?
In a clearance fit, the shaft is always smaller than the hole, allowing free movement between parts. In a transition fit, the shaft may be slightly larger or smaller than the hole depending on where the actual sizes fall within tolerance. In an interference fit (press fit), the shaft is always larger than the hole, requiring force or heat to assemble. Hole Clearance Fit Class Calculator focuses on clearance (running/sliding) fits only.
Why is tolerance important in hole and shaft fits?
Tolerance defines the permissible variation in manufactured dimensions. Without proper tolerances, the clearance between mating parts could be too tight (causing seizure or excessive wear) or too loose (causing vibration and poor performance). The tolerance band determines the range of acceptable clearances. Tighter tolerances require more precise and expensive machining, so engineers balance functional requirements against manufacturing cost.
What is the hole-basis system versus the shaft-basis system?
In the hole-basis system (most common), the minimum hole size equals the nominal size and the shaft is made smaller to achieve clearance. This is preferred because holes are harder to adjust after machining. In the shaft-basis system, the maximum shaft size equals the nominal size and the hole is made larger. The hole-basis system is standard in ANSI/ISO practice because standard reamers and broaches can be used for the hole.
What does allowance mean and how does it differ from tolerance?
Allowance is the intentional difference designed into the pair: the minimum clearance, found by subtracting the maximum shaft diameter from the minimum hole diameter. Tolerance is the permitted variation on a single feature, the spread between its own upper and lower limits. Allowance decides what kind of fit you get, while tolerance decides how consistently you get it. Tightening tolerances on both parts narrows the range of clearances produced, but does not by itself change the fit class.
How do ANSI RC fit classes relate to ISO fits such as H7/g6?
Both systems describe the same physical intent but through different tables and units, so they are comparable rather than interchangeable. Among the ISO 286 hole-basis preferred fits, the loose and free running classes sit near H11/c11 and H9/d9, close running near H8/f7, sliding near H7/g6, and locational clearance near H7/h6. Because ISO tolerance grades and fundamental deviations come from size-dependent formulas rather than the inch tables, always convert by comparing the actual limit dimensions in your size band rather than assuming a fixed equivalence.
Why does the required clearance grow with nominal diameter?
Manufacturing variation, thermal movement and lubricant film all scale with size rather than being fixed absolutes, so tolerance grades are defined as functions of nominal diameter. Two micrometres of out-of-roundness is negligible on a 100 mm shaft but significant on a 3 mm one, and a shaft that grows by a fixed strain expands more in absolute terms when it is larger. Fit tables therefore list wider absolute clearances in larger size bands while keeping the proportional behaviour of the fit roughly constant.
How does temperature affect a running fit?
Clearance changes whenever the two parts expand by different amounts. Steel expands roughly 12 micrometres per metre per kelvin and aluminium roughly 23, so a steel shaft in an aluminium housing gains clearance as the assembly warms uniformly. The dangerous case is the opposite one: a shaft heated by friction or by a hot process while the housing stays cool grows into the clearance and can seize. Fits for hot service should be checked at the operating temperature difference, not only at room temperature.
What surface finish does a running fit need to work as designed?
The clearance you calculate is between mean surfaces, but real surfaces carry asperities that project into the gap. If roughness height is a significant fraction of the minimum clearance, the peaks touch, wear rapidly and change the fit during the first hours of service. As a working rule, keep the combined roughness of the two mating surfaces small relative to the tolerance band, and for a hydrodynamically lubricated journal ensure the predicted oil film thickness exceeds that combined roughness.
References
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Reviewed for accuracy by Abdullah, Technical Content Specialist ยท Editorial policy
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