Metrology & Calibration Knowledge Center
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06/05/2026
1. What is True Position?
True Position tells you how far a feature (like a hole) is from its ideal (theoretical) location.
* It controls location in both X and Y directions
* The tolerance zone is circular (not square)
π Think: βHow far did my hole shift from where it should be?β
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πΉ 2. Basic Idea (Visualization)
* The exact location = center of the circle
* The actual hole location = somewhere inside or outside
* Allowed area = circular tolerance zone
If the actual point lies inside the circle β OK (PASS)
Outside β NOT OK (FAIL)
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πΉ 3. Formula Used
TP = \sqrt{(\Delta X)^2 + (\Delta Y)^2}
Where:
* ΞX = difference in X direction
* ΞY = difference in Y direction
π This is basically Pythagoras theorem (distance calculation)
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πΉ 4. Example from Image
Nominal (Target):
* X = 10.00 mm
* Y = 25.00 mm
Measured (Actual):
* X = 10.08 mm
* Y = 25.13 mm
Deviation:
* ΞX = 0.08 mm
* ΞY = 0.13 mm
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πΉ 5. Calculation
TP = \sqrt{(0.08)^2 + (0.13)^2}
= \sqrt{0.0064 + 0.0169}
= \sqrt{0.0233}
= 0.15 \text{ mm}
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πΉ 6. Tolerance Check
* Given tolerance = Γ 0.5 mm
* Radius = 0.25 mm
π Condition:
* If TP β€ 0.25 β PASS
* If TP > 0.25 β FAIL
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πΉ 7. Final Result
* Calculated TP = 0.15 mm
* Allowed = 0.25 mm
β
PASS (within tolerance zone)
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πΉ Key Takeaway (Very Important)
True Position is:
The straight-line (radial) distance between actual and theoretical position
05/05/2026
This image explains the difference between accuracy and precision using a target (bullseye) example:
1. Accurate & Precise (Top Left)
* All shots are very close to the center.
* They are also close to each other.
* β
Best case: measurements are both correct and consistent.
2. Accurate but Not Precise (Top Right)
* Shots are around the center, but spread out.
* Average is correct, but individual readings vary.
* β
Correct on average, β not consistent.
3. Precise but Not Accurate (Bottom Left)
* Shots are very close to each other, but far from the center.
* Consistent results, but all are wrong.
* β Systematic error (like calibration issue).
4. Not Accurate & Not Precise (Bottom Right)
* Shots are spread out and far from the center.
* β Neither correct nor consistent.
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Simple Definitions:
* Accuracy = How close measurement is to the true value
* Precision = How close measurements are to each other (repeatability)
03/05/2026
π GD&T (Geometric Dimensioning & Tolerancing) β The Language of Precision!
If you work in design, manufacturing, or quality, understanding GD&T is a must. It helps communicate exact requirements for parts beyond just dimensions.
β Controls form, orientation, location & runout
β Ensures proper fit, function & performance
β Reduces ambiguity in engineering drawings
From Flatness to Position, Parallelism to Runout β each symbol has a purpose that directly impacts product quality.
π Remember: Without GD&T, dimensions are just numbers.
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