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🤖 Search Summary:Intelligent manufacturing digital closed-loop——CNCOnline measurement and automatic updating technology for tool repair。This article introduces a complete closed-loop machining solutio
🤖 Search Summary:Intelligent manufacturing digital closed-loop——CNCOnline measurement and automatic updating technology for tool repair。This article introduces a complete closed-loop machining solution:After the probe automatically measures the size of the workpiece,Automatically accumulate deviation values into corresponding tool compensation variables through macro programs,Implement”measurement→compensation→Measure again”Automated closed-loop system。core logic:#13001=#13001+#148。
Prepared by: Technical Department of Ningbo Jiangce Technology Co., Ltd.
version:V1.0
Applicable Models:Various brands of CNC machine tool tool alignment systems
Keyword:Closed-loop compensation、Automatic knife repair、#13001、#148、Smart Manufacturing
The numerical control system parameters involved in this article(Like FANUC #3006、#6200)And macro programs(Like O8060 / O9601等)All are standard universal logic。Due to various machine tool factories(Like Mazak、Demage、Muye、Haas and domestic brands Lijia/Horizontal Machining Center/five-axis)PLC ladder diagram control logic、There are differences in the address and coordinate system settings of secondary development variables,Before debugging or running any calibration macro program on the first machine,Please strictly follow the following foolproof measures:
Core logic of closed-loop compensation:
#13001 = #13001 + #148 — Core statement of automatic accumulation knife compensation macro program。#13001Geometric compensation variable for blade 1,#148The deviation value for the current measurement。Automatically accumulate after each measurement,Implement”measurement→compensation→Measure again”Automated closed-loop system
# 10001- # 10099– Geometric bias variables, corresponding to G10 L1 P1-P99. Automatically written through macro programs without the need for manual intervention
Repetitive testing is the most important, objective, and irreplaceable verification step in the acceptance work after the maintenance of the cutting instrument. Repeatability directly reflects the degree of consistency in the results of multiple measurements of the same target under the same conditions, and is the core evaluation indicator of the comprehensive performance of the cutting instrument.
In the process of serving industries such as automotive parts, aerospace, and precision molds for a long time, Ningbo Jiangce Technology has found that repetitive testing is the most easily overlooked but also the most reflective link of maintenance quality. Our technical team has completed over 5000 repeated acceptance tests, summarized the best practices of three mainstream testing methods: standard ball method, gauge block method, and fixed target method at different accuracy levels, and established a complete test data management standard.
This document comprehensively standardizes the standard process, method selection, data analysis, and acceptance judgment for repetitive testing. The article elaborates on the acceptance criteria for different accuracy levels (1.00 μ m, 0.50 μ m, 0.25 μ m), introduces the advantages, disadvantages, and applicable scenarios of three testing methods: standard sphere, gauge block, and fixed target. Key technical parameters such as testing frequency (at least 10 times), statistical method (2 σ), and standard testing speed (240mm/min) are clarified, and common testing errors are systematically analyzed.
This document is applicable for acceptance testing, regular accuracy calibration, equipment performance evaluation, and quality dispute arbitration after tool maintenance. The main readers are maintenance engineers, quality inspectors, equipment administrators, and process technicians.
Repeatability refers to the degree of consistency between the results of multiple measurements of the same measurement object under the same measurement conditions. The same measurement conditions usually include:
In econometrics, repeatability is typically quantified using the standard deviation (σ) of the measurement results, with a more commonly used metric being 2 times the standard deviation (2 σ). Under the assumption of a normal distribution, 2 σ corresponds to a confidence level of approximately 95%, meaning that 95% of the measurement results fall within the ± 2 σ range.
Mathematical expression:
Repeatability R=2 σ=2 × √ [∑ (x ᵢ – x ̄) ²/(n-1)]
among which
Repeatability and accuracy are two different dimensions for measuring the performance of a tool setter, often confused. The difference between the two is as follows:
Accuracy reflects the degree of consistency between the measurement results and the true values. The quantitative indicator of accuracy is bias, which is the difference between the average of multiple measurements and the standard value. The accuracy depends on the calibration quality of the system and the accuracy of the calibration parameters.
Repeatability reflects the degree of consistency between multiple measurement results. The quantitative indicator of repeatability is standard deviation or 2 σ. Repeatability depends on the inherent noise, mechanical stability, electrical stability, and environmental stability of the system.
The relationship between the two:
Important conclusion: High repeatability is a prerequisite for high accuracy.. If the repeatability of the tool gauge is poor (measurement results fluctuate greatly), even if the calibration is accurate, the result of a single measurement may deviate from the true value. Therefore, the acceptance test after maintenance should first ensure that the repeatability meets the standard, and then verify the accuracy.
The repeatability of the tool directly affects the stability and consistency of the machining quality:
Effect of tool length repeatability:
Assuming the tool length repeatability of the tool gauge is 2 σ=2 μ m, in 95% of cases, the difference in tool length measured by two tool settings does not exceed 2 μ m. This means:
The influence of tool radius repeatability:
Assuming the radius repeatability of the tool gauge is 2 σ=1 μ m, in 95% of cases, the difference in tool radius measured by two tool calibrations does not exceed 1 μ m. This means:
Cumulative effect:
In actual machining, tool alignment error will be superimposed with other errors (spindle thermal deformation, tool runout, cutting force deformation, etc.).. Therefore, the repeatability of the tool should be much higher than the requirements for machining tolerances. It is usually required that the repeatability (2 σ) of the tool gauge should not exceed 1/5~1/10 of the machining tolerance.
Example:
The acceptance testing after maintenance usually includes the following steps:
Among these five stages, repeatability testing is the most objective way to reflect the quality of equipment maintenance. The reason is that:
Only after passing the repeatability test can the subsequent accuracy verification be meaningful. If the repeatability is not qualified, even if the accuracy appears to be qualified (possibly due to accidental factors), the equipment cannot be put into normal use.
Scope of application:
Repeatability Acceptance Criteria:
| Test Items | Indicators | Acceptance Conditions |
| ———————————————————————————————————————————————————————-|
Test Conditions:
| Condition Items | Requirements |
| ——————————————————————————————————————————————–|
Scope of application:
Repeatability Acceptance Criteria:
| Test Items | Indicators | Acceptance Conditions |
| ———————————————————————————————————————————————————————-|
Test Conditions:
| Condition Items | Requirements |
| ———————————————————————————————————————————————|
Scope of application:
Repeatability Acceptance Criteria:
| Test Items | Indicators | Acceptance Conditions |
| ———————————————————————————————————————————————————————-|
Testing Conditions:
| Condition Items | Requirements |
| ——————————————————————————————————————————————————————–|
The higher the accuracy level, the better. It should be selected reasonably according to actual application needs.
Selection principle:
Select reference:
| Typical machining types | Machining tolerances | Recommended tool repeatability | Recommended accuracy level |
| ————————————————————————————————————– |
| Rough machining | ± 100 μ m | ≤ 10 μ m (2 σ) | Basic level |
| Semi precision machining | ± 50 μ m | ≤ 5 μ m (2 σ) | General level |
| Precision machining | ± 25 μ m | m | ≤ 1.0 μ m (2 σ) | High precision level (0.5 μ m) |
| Ultra precision machining | ± 5 μ m | ≤ 0.5 μ m (2 σ) | Ultra high precision level (0.25 μ m)|
| comparison items | 1.00 μ m level | 0.50 μ m level | 0.25 μ m level |
| Length 2 σ requirement | ≤1.0μm | ≤0.5μm | ≤0.25μm |
| Requirement for radius 2 σ | ≤1.0μm | ≤0.5μm | ≤0.25μm |
| maximum deviation | ≤2.0μm | ≤1.0μm | ≤0.5μm |
| Directional uniformity | ≤0.3% | ≤0.1% | ≤0.05% |
| Test count | ≥ 10 times | ≥ 10 times | ≥ 15 times |
| test speed | 240mm/min | 240mm/min | 120mm/min |
| temperature range | 20±5℃ | 20±2℃ | 20±1℃ |
| warm-up time | ≥30min | ≥45min | ≥60min |
| Tool accuracy | ≤1μm | ≤0.5μm | ≤0.25μm |
| Environmental Requirements | Ordinary workshop | Constant temperature workshop | Constant temperature vibration isolation |
| equipment cost | benchmark | 1.5~2 times | 3-5 times |
| Maintenance Difficulty | low | middle | tall |
The standard ball test method is one of the most commonly used and authoritative repeatability testing methods.
Principle:
Use a precision machined and calibrated standard ball (usually made of ceramic or hard alloy material, with surface roughness Ra ≤ 0.025 μ m and roundness ≤ 0.1 μ m) as the measurement target.. Perform multi-point contact measurements on the surface of a standard sphere using a knife gauge, and evaluate repeatability by analyzing the measurement results.
Standard Ball Specifications:
| Parameters | High Accuracy | Standard Accuracy |
| ————————————————————————————————————————————————–|
Testing steps:
Advantages:
Disadvantages:
The gauge block testing method uses standard gauge blocks as measurement targets and is another commonly used testing method.
Principle:
Use a precision ground standard gauge block (usually with an accuracy level of 0 or 1) as the measurement target.. Perform contact measurement on the working surface of the measuring block using a knife gauge, and evaluate repeatability through multiple measurements.
Gauge Block Specifications:
| Parameters | High Accuracy | Standard Accuracy |
| ————————————————————————————————————————————————————-|
Testing steps:
Advantages:
Disadvantages:
The fixed target testing method uses standard workpieces or specialized test pieces fixed on the machine tool worktable as measurement targets.
Principle:
Install a fixed standard component (which can be a standard ring gauge, standard pin, or dedicated test block) on the machine tool worktable, and repeat the measurement of its fixed position with the tool gauge.. The characteristic of this method is that it retains the complete relative motion chain between the machine tool and the tool setter, which can better reflect the actual operating conditions.
Fixed Target Type:
| Type | Description | Applicable Scenarios |
| ———————————– |
| Internal Standard Ring Gauge | Ring Gauge Installed on Workbench | General Test |
| Internal Standard Pin | Cylindrical Pin Installed on Workbench | Radius Measurement Test |
| Specialized Test Block | Customized Test Workpiece | Specific Application Test |
| Spindle Installation Standard Rod | Standard Rod Installed on Spindle | Blade Length Measurement Test|
Testing steps:
Advantages:
Disadvantages:
| comparison items | Standard ball method | Measurement block method | Fixed target method |
| accuracy class | highest | tall | middle |
| traceability | Excellent | Excellent | good |
| Implementation Difficulty | middle | low | low |
| cost | tall | middle | low |
| environmental adaptability | Excellent | good | middle |
| Maintenance Requirements | low | low | middle |
| versatility | internationally accepted | internationally accepted | On site customization |
Suggestions for selection:
Large machine tools:
For large machine tools such as gantry machining centers, standard balls may not be easy to transport and position.. Suggestion:
Five axis machine tool:
For five axis machine tools, the testing of the tool gauge needs to consider the impact of multi axis linkage.. Suggestion:
High speed machining center:
For high-speed machining centers, the tool setter may be affected by the thermal effect of the spindle.. Suggestion:
Electric discharge machining machine:
For electric discharge machining machines (especially SODICK and other brands), the testing environment is more special.. Suggestion:
The determination of the number of tests requires a balance between statistical reliability and testing efficiency.
Statistical principle:
According to the central limit theorem, as the number of tests n increases, the distribution of sample mean tends to a normal distribution, and the sample standard deviation tends to the population standard deviation.. The more tests conducted, the more reliable the statistical results will be.
Efficiency Principle:
The more tests are conducted, the longer the time and the higher the cost.. Each measurement involves the approach, contact, retraction, and data processing of the tool setter, typically taking 10-30 seconds. 10 tests take about 2-5 minutes, and 30 tests take about 5-15 minutes.
Principle of Experience:
Why at least 10 times
In statistics, the sample size n has a direct impact on the reliability of standard deviation estimation. When n=3, the confidence interval of standard deviation estimation is extremely wide and has almost no practical value. When n=5, the standard deviation estimation is still not reliable enough. When n ≥ 10, standard deviation estimation begins to have practical value.
The following table shows the reliability of standard deviation estimation under different test times:
| Test frequency (n) | Degrees of Freedom (df=n-1) | Coefficient of variation for standard deviation estimation | Practical evaluation |
| three | two | About 50% | unreliable |
| five | four | About 35% | Barely usable |
| ten | nine | About 24% | acceptable |
| fifteen | fourteen | About 19% | good |
| twenty | nineteen | About 16% | excellent |
| thirty | twenty-nine | About 13% | Extremely Excellent |
Minimum number of tests for different accuracy levels:
Sample standard deviation calculation formula:
σ = √[ Σ(xᵢ – x̄)² / (n-1) ]
among which
Calculation steps:
Step 1: Record all measured values x ₁, x ₂, x ∝ .., xₙ
Step 2: Calculate the average value x ̄=(x ₁+x ₂+) .. + xₙ) / n
Step 3: Calculate the deviation d ᵢ=x ᵢ – x ̄ between each measurement and the average
Step 4: Calculate the sum of squared deviations S=∑ d ᵢ ²
Step 5: Calculate the variance V=S/(n-1)
Step 6: Calculate the standard deviation σ=√ V
Calculation Example:
Assuming the blade length value (μ m) measured 10 times is:
50.001, 50.002, 49.999, 50.000, 50.001, 49.998, 50.002, 50.000, 49.999, 50.001
The average value x ̄=500.003/10=50.0003 μ m
Deviation d ᵢ: 0.0007, 0.0017, -0.0013, -0.0003, 0.0007, -0.0023, 0.0017, -0.0003, -0.0013, 0.0007
Sum of squared deviations S=(0.0007 ²+0.0017 ²+…+0.0007 ²)=0.0000141
Variance V=0.0000141/9=0.000001567
Standard deviation σ=√ 0.000001567=0.001252 μ m
Repeatability 2 σ=2 × 0.001252=0.002504 μ m ≈ 0.003 μ m
The statistical significance of 2 σ:
Under the assumption of normal distribution:
Therefore, 2 σ indicates that at a 95% confidence level, the deviation between a single measurement result and the true value does not exceed 2 σ. That is to say, if the repeatability of the tool gauge is 2 σ=1 μ m, then approximately 95 out of 100 measurements fall within the true value ± 1 μ m.
Why use 2 σ instead of σ
In the field of precision measurement, 2 σ is widely recognized as a repeatability evaluation standard. The reasons are as follows:
Calculation of 2 σ:
2 σ=2 × σ
Where σ is the standard deviation calculated according to the method in section 5.3.
In repetitive testing, occasional outliers that deviate significantly from other measured values may occur. The handling of outliers requires caution, neither arbitrary removal nor blind retention.
Outlier determination method:
Grubbs’ Test:
La ï da criterion (3 σ criterion):
Outlier handling methods:
Precautions:
In addition to point estimation (mean, standard deviation), interval estimation should also be performed on the measurement results.
Confidence interval of mean:
x ̄± t (α/2, n-1) × σ/√ n
Among them, t (α/2, n-1) is the critical value of the t-distribution.
Common t-values:
| n | 95% confidence level (t ₀ ₀₂₅) | 99% confidence level (t ₀) ₀₀₅) |
|—|———————|———————|
| 10 | 2.262 | 3.250 |
| 15 | 2.145 | 2.977 |
| 20 | 2.093 | 2.861 |
| 25 | 2.064 | 2.797 |
| 30 | 2.045 | 2.756 |
Example:
10 measurements, mean 50.0003 μ m, standard deviation 0.001252 μ m
95% confidence interval: 50.0003 ± 2.262 × 0.001252/√ 10=50.0003 ± 0.0009 μ m
This means that at a 95% confidence level, the true measurement value of the tool gauge falls within the range of 50.0003 ± 0.0009 μ m.
Confidence interval of standard deviation strong>:
√[(n-1)σ²/χ²(α/2, n-1)] ≤ σ ≤ √[(n-1)σ²/χ²(1-α/2, n-1)]
Where χ ² is the critical value of the chi square distribution.
240mm/min (i.e. 4mm/s) is the internationally recognized standard speed for tool repeatability testing. The establishment of this speed value is based on the following considerations:
Historical Evolution:
In the 1980s and 1990s, the technology of CNC machine tool alignment began to be widely promoted in Europe, especially in Germany and Italy.. At that time, mainstream knife gauge manufacturers (Blum, Marpos, Renishaw, etc.) found that 240mm/min was the optimal balance point between measurement efficiency and measurement accuracy after statistical analysis of a large amount of experimental data.
Technical reasons:
Standardization process:
The impact of testing speed on repeatability is multifaceted:
Low speed zone (<100mm/min):
Medium speed zone (100~300mm/min):
High speed area (>300mm/min):
Speed repeatability relationship curve(qualitative description):
To comprehensively evaluate the performance of the tool setter, it is recommended to conduct comparative tests at different speeds.
Standard Testing(Acceptance Testing):
Low speed test(diagnostic test):
High speed test(Performance cap test):
Comparative analysis of test results:
If the repeatability of low-speed testing is significantly better than that of standard speed testing, it indicates that:
If the repeatability of high-speed testing is comparable or similar to that of standard speed testing, it indicates that:
Set measurement speed in CNC system:
Fanuc System:
G65 P9801 X100.0 Y0.0 Z-200.0 T1 F240.0
Among them, F240.0 represents a measurement speed of 240mm/min.
Bloom system:
Marposs system:
Precautions for speed setting:
| comparison items | Low speed test (120mm/min) | Standard speed (240mm/min) | High speed test (480mm/min) |
| Single measurement time | About 8-12 seconds | About 5-8 seconds | About 3-5 seconds |
| 10 times total time consumption | About 1.5-2 minutes | About 1-1.5 minutes | About 0.5~1 minute |
| Repeatability (2 σ) | Usually optimal | standard value | Usually decreases by 30~100% |
| Applicable scenarios | High precision acceptance and diagnostic testing | Standard Acceptance | Efficiency priority scenario |
| dynamic effect | Small | moderate | big |
| Temperature sensitivity | High (long duration) | moderate | Low (short duration) |
Suggestion:
The records of repetitive testing should be standardized, complete, and traceable. The following is the recommended standard record table format.
Test Basic Information Table:
| project | Record content |
| Device Information | |
| Equipment Number | |
| Device Model | |
| Manufacturing Number | |
| Installation Location | |
| Test information | |
| Test Date | |
| Test time | |
| tester | |
| Test purpose | □ Acceptance after maintenance □ Regular verification □ Fault diagnosis □ Other____ |
| Test standard | |
| Acceptance accuracy level | □1.00μm □0.50μm □0.25μm |
| Test Method | □ Standard ball method □ Gauge block method □ Fixed target method |
| Standard speed | 240mm/min |
| environmental conditions | |
| Environmental temperature (℃) | |
| Temperature change rate (℃/h) | |
| Relative humidity (%) | |
| Vibration state | □ Normal □ Abnormal |
| Tool information | |
| Type of testing tool | □ Standard ball □ Gauge block □ Fixed target |
| Tool Number | |
| Tool standard value (mm) | |
| calibration validity period |
Repeatability Test Data Record Table:
| Measurement number | Measurement value (mm) | Deviation (μ m) | Remark |
| one | |||
| two | |||
| three | |||
| four | |||
| five | |||
| six | |||
| seven | |||
| eight | |||
| nine | |||
| ten | |||
| 11 (optional) | |||
| 12 (optional) | |||
| 13 (optional) | |||
| 14 (optional) | |||
| 15 (optional) | |||
| statistical results | |||
| average | |||
| standard error | |||
| Repeatability 2 σ | |||
| maximum deviation | |||
| Minimum deviation | |||
| range |
Test Conclusion Table:
| project | required value | measured value | judgment |
| Length repeatability (2 σ) | ≤____μm | ____μm | □ Qualified □ Unqualified |
| Maximum deviation in a single measurement | ≤____μm | ____μm | □ Qualified □ Unqualified |
| comprehensive evaluation | □ Qualified □ Unqualified | ||
| Remark | |||
| Signature of testing personnel | |||
| Signature of reviewer | |||
| Date |
It is recommended to use electronic recording systems to manage repetitive test data, in order to improve the efficiency and reliability of data management.
Functional requirements for electronic record systems:
Recommended data format:
CSV format (easy to import into Excel or other data analysis software):
Test date, test time, equipment number, test times, measurement values (mm)
2026-06-27,10:00:00, TS-001,1,50.001
2026-06-27,10:00:15, TS-001,2,50.002
JSON format (for easy data exchange between systems):
{
“test_date”: “2026-06-27”,
“device_id”: “TS-001”,
“test_type”: “repeatability”,
“measurements”: [
{“seq”: 1, “value”: 50.001},
{“seq”: 2, “value”: 50.002},
…
],
“statistics”: {
“mean”: 50.0003,
“std_dev”: 0.00125,
“repeatability_2sigma”: 0.0025
}
}
Data saving:
Data Traceability:
Data Security:
Repetitive testing data can not only be used for acceptance judgment, but also for trend analysis and predictive maintenance.
Trend analysis:
By conducting periodic (weekly or monthly) repetitive tests, plot the 2 σ values for each time as a trend chart.. By observing the trend chart, it can be observed that:
Predictive maintenance:
When repetitive data shows the following trends, preventive maintenance should be arranged:
Maintenance Decision Reference:
| Trend characteristics | Possible reasons | Recommended measures |
| 2 σ slowly increases | Mechanical wear | Arrange regular maintenance |
| 2 σ rapidly increases | Component damage or collision | Immediate maintenance |
| 2 σ periodic fluctuation | Temperature influence or electrical interference | Check environmental control and electrical systems |
| 2 σ suddenly decreases and stabilizes | Possible measurement error | Retest and verify again |
| Increase in standard deviation | System instability | Search for unstable sources |
Misconception Description:
Testers calculate repeatability after only 3-5 measurements in order to save time.. This is very common in practice, but it is one of the most serious testing misconceptions.
Problem analysis:
When n=3, the coefficient of variation of standard deviation estimation is as high as about 50%.. This means that the calculated repeatability value may differ from the true value by more than 50%. From a statistical perspective, three measurements cannot provide reliable repeatability evaluation.
Correct practice:
Strictly implement the requirement of at least 10 measurements.. For high-precision level (0.25 μ m) tool presetters, the measurement frequency should reach 15-20 times.
Case: In a certain test, only 5 measurements were taken, and 2 σ=0.8 μ m was calculated, which is considered qualified.. But after increasing to 10 measurements, 2 σ=1.3 μ m was calculated, and it was judged as unqualified. This is a typical example of misjudgment caused by insufficient sample size.
Misconception Description:
Testers ignore the influence of environmental factors on repeatability and conduct tests under conditions of large temperature fluctuations, vibration, or airflow interference..
Problem Analysis:
The correct approach:
Misconception Description:
Use standard balls or measuring blocks with insufficient accuracy levels for testing.. For example, using a gauge block with an accuracy of ± 2 μ m to test requires a tool setter with a profile of 2 σ ≤ 1.0 μ m.
Problem analysis:
The error of the testing tool will be superimposed on the measurement results of the tool setter.. If the accuracy of the testing tool is on the same level as that of the tool setter, the test results will not truly reflect the performance of the tool setter.
The correct approach:
Misconception Description:
Common analysis errors include:
Problem Analysis:
The correct approach:
Misconception Description:
Only conduct repeatability testing in the Z direction (length), ignoring repeatability testing in the X/Y direction (radius).. Or conduct radius testing in only one direction.
Problem Analysis:
The correct approach:
Misconception description:
Confuse repeatability and reproducibility, or replace repeatability requirements with reproducibility data..
Concept differentiation:
| term | English | definition | Change conditions |
| repetitiveness | Repeatability | Consistency under the same conditions | No change |
| reproducibility | Reproducibility | Stability under different conditions | Personnel/equipment/environmental changes |
The correct approach:
Misconception Description:
Misunderstanding 2 σ as “all measured values must be within ± 2 σ range” or “2 σ is the maximum measurement error”.
Correct understanding:
The meaning of 2 σ is that, under the assumption of normal distribution, about 95% of measurement results fall within the range of ± 2 σ.. This means that out of 20 measurements, it is expected that one measurement result will exceed the ± 2 σ range. This is a normal statistical phenomenon and does not represent a malfunction of the tool setter.
The correct approach:
Misconception Description:
Testers arbitrarily set the testing speed, did not use the standard speed of 240mm/min, or had unstable speed during the testing process..
Problem Analysis:
The correct approach:
Misconception Description:
Failure to check the condition of the measuring needle before testing, using a bent, worn, or loose measuring needle for testing..
Problem Analysis:
The correct approach:
Misconception Description:
Testers do not record the ambient temperature in the records, nor do they consider the impact of temperature on the measurement results..
Problem analysis:
The thermal expansion coefficient of the steel tool setter is about 11.5 × 10 ⁻⁶/℃.. For measuring a blade length of 100mm, a temperature change of 1 ℃ will result in a measurement error of approximately 1.15 μ m. If the temperature effect is not considered, this error will be classified as repeatability, resulting in a biased evaluation of repeatability.
The correct approach:
Step 1: Confirm device status
Step 2: Confirm environmental conditions
Step 3: Prepare testing tools
Step 4: Set Test Parameters
Step 5: Preheat the equipment
Step 1: Establish Reference
Step 2: Perform repeated measurements
Step 3: Record test data
Use the standard record table in section 7.1 to record the following data:
Step 1: Data organization
Step 2: Calculate statistical indicators
Step 3: Outlier Detection
Step 4: Draw a Chart
Step 1: Compare acceptance criteria
Step 2: Comprehensive judgment
Step 3: Issue a test report
The test report should include the following content:
| influencing factors | influence mechanism | impact level | improvement method |
| Rail clearance | The gap between the guide rails leads to inconsistent movement direction | big | Adjust the pre tightening force of the guide rail |
| Bearing wear | Bearing wear leads to unstable movement | big | replace the bearing |
| Measuring needle status | Bending of measuring needle or wear of ball head | big | Replace the measuring needle |
| Contact surface status | There are burrs or dirt on the contact surface | middle | Cleaning and deburring |
| Tightening and loosening | Loose fastening of components | big | Check and tighten |
| Lubrication state | Poor lubrication leads to unstable movement | middle | Check and replace lubricant |
| Mechanical alignment | Poor installation alignment | middle | Re centering |
| influencing factors | influence mechanism | impact level | improvement method |
| Power stability | Voltage fluctuations affect sensor output | middle | Install a voltage regulator power supply |
| electromagnetic interference | EMI affects signal quality | middle | Improve shielding and grounding |
| Cable status | Cable damage or poor contact | big | Replace the cable |
| Sensor aging | Sensor sensitivity decreases | big | Replace the sensor |
| Filter settings | Unreasonable filtering parameters | middle | Optimize filtering settings |
| Accuracy of analog-to-digital conversion | Insufficient ADC resolution | Small | Upgrade hardware |
| influencing factors | influence mechanism | impact level | improvement method |
| temperature change | Mechanical deformation caused by thermal expansion and contraction | big | Temperature Control |
| vibration | Vibration interference measurement process | big | Vibration isolation measures |
| Humidity | Humidity affects electrical performance | Small | Dehumidification |
| airflow | Temperature fluctuations caused by airflow | middle | Isolation airflow |
| Lighting changes | The influence of light intensity on optical measurement | middle | Hengguang Control |
| influencing factors | influence mechanism | impact level | improvement method |
| Unstable measurement speed | Speed fluctuations affect triggering characteristics | middle | Standardized speed setting |
| Non-standard operation | The measurement program is not standardized | middle | Develop operational standards |
| log errors | Data recording error | big | automatic collection |
| Insufficient preheating | Not reaching thermal equilibrium | big | Ensure preheating time |
| influencing factors | influence mechanism | impact level | improvement method |
| Surface roughness of cutting tools | Surface roughness affects contact points | middle | Use cutting tools with good surface quality |
| Tool jumping | Tool jumping affects radius measurement | big | Improve tool installation |
| Tool Material | Different materials have different elasticity | Small | Unified tool materials |
| Tool shape | Complex shapes affect edge detection | middle | Use simple shaped cutting tools |
Background: After repairing the tool gauge on a machining center, the repeatability test result was 2 σ=1.8 μ m, exceeding the acceptance standard of 1.0 μ m.
Troubleshooting process:
Result: After reinstallation, the repeatability test result is 2 σ=0.6 μ m, which is qualified.
Conclusion: Loose installation of the measuring needle leads to non-compliance with repeatability standards..
Background: During the acceptance test of a tool setter for a certain machine tool, the Z-direction repeatability of 2 σ=0.5 μ m was qualified, but the X-direction repeatability of 2 σ=1.5 μ m exceeded the standard..
Troubleshooting process:
Result: The repeatability in the X direction has been improved to 2 σ=0.7 μ m, which is qualified..
Conclusion: Poor lubrication of the X-axis guide rail leads to unstable movement and poor repeatability in that direction..
Background: During winter acceptance testing, a high-precision tool setter passed the 2 σ=0.3 μ m test in the morning and exceeded the 2 σ=0.7 μ m test in the afternoon.
Troubleshooting process:
Result: After the temperature stabilized, retesting restored 2 σ to 0.3 μ m.
Conclusion: Excessive temperature change rate leads to deterioration of repeatability..
Background: After maintenance and acceptance of a certain tool setter, the testing personnel used a measurement speed of 600mm/min for repetitive testing, and the result was 2 σ=2.5 μ m.
Troubleshooting process:
Result: At standard speed, the repeatability of 2 σ=1.2 μ m still exceeds the standard. Further investigation revealed that the measuring needle was worn. After replacing the measuring needle, 2 σ=0.8 μ m at 240mm/min is qualified.
Conclusion: The combination of testing speed and probe wear leads to excessive repeatability..
| Standard Number | Standard Name | Correlation with Repetitive Testing |
| ISO 230-2 | Machine Tool Test Procedures – Part 2: Determination of Position Accuracy and Repeatability | General standard for precision testing of machine tools |
| ISO 230-9 | Machine Tool Test Procedures – Part 9: Evaluation of Measurement Systems | Evaluation criteria for measuring systems such as cutting instruments |
| ISO 5725-1~6 | Accuracy of measurement methods and results | Basic standards for repeatability and reproducibility |
| GB/T 17421.2 | General rules for machine tool inspection – Part 2: Determination of positional accuracy and repeatability | National Standard |
| GB/T 6379 | Accuracy of measurement methods and results | National standards for repeatability and reproducibility |
| VDI/DGQ 3441 | Statistical inspection of machine tool position accuracy | German Standard |
| JIS B 6191 | Machine Tool Test Procedure – Determination of Position Accuracy | Japanese standards |
| Tool Type | Recommended tools | Purpose |
| spreadsheet | Microsoft Excel | Basic data recording and statistical analysis |
| statistical software | Minitab | Professional statistical analysis (GR&R, SPC, etc.) |
| Specialized software | Provided by the knife instrument manufacturer | Automatic data collection and analysis |
| online tool | Various statistical analysis websites | Quick calculation and verification |
| Custom Program | Python/R Script | Automated data analysis and report generation |
| Degrees of freedom (n-1) | α=0.10(t₀. ₀₅) | α=0.05(t₀. ₀₂₅) | α=0.01(t₀. ₀₀₅) |
| nine | one point eight three three | two point two six two | three point two five zero |
| fourteen | one point seven six one | two point one four five | two point nine seven seven |
| nineteen | one point seven two nine | two point zero nine three | two point eight six one |
| twenty-four | one point seven one one | two point zero six four | two point seven nine seven |
| twenty-nine | one point six nine nine | two point zero four five | two point seven five six |
| n | α=0.05 | α=0.01 |
| ten | two point two nine zero | two point four eight two |
| eleven | two point three five five | two point five six four |
| twelve | two point four one two | two point six three six |
| thirteen | two point four six two | two point six nine nine |
| fourteen | two point five zero seven | two point seven five five |
| fifteen | two point five four nine | two point eight zero six |
| sixteen | two point five eight five | two point eight five two |
| seventeen | two point six two zero | two point eight nine four |
| eighteen | two point six five one | two point nine three two |
| nineteen | two point six eight one | two point nine six eight |
| twenty | two point seven zero nine | three point zero zero one |
Pre test check:
During testing, check:
After testing, check:
Document Revision Record
| version | Date | Revision Content | Reviser |
| V1.0 | 2026-06-27 | Initial version | Ningbo Craftsmanship and Testing Technology Department |
Disclaimer: The technical content of this article is for industry experience exchange only. Please operate with caution in accordance with the actual equipment conditions on site for practical applications. Ningbo Jiangce Technology Co., Ltd. is not responsible for equipment damage or workpiece scrap caused by direct copying of codes.
**问:What is closed-loop compensation for in machine probes,And ordinary ones”Measure the size”What’s the difference?**
**答:**The key difference lies in”closed loop”two characters。Ordinary online measurement only achieves”Measure it to see if the size is correct”,The result requires manual judgment and manual knife repair。Closed loop compensation is automatically completed through macro programs”measurement→Deviation calculation→Knife repair automatic update→Re measurement verification”The complete closed loop。The core statement is#13001 = #13001 + #148(1The geometric compensation variable of the number knife automatically accumulates the current deviation value)。The system automatically accumulates the deviation to the corresponding value after each measurement#10001~#10099(或#13001~#13099)Knife compensation variable,Realize fully automatic unmanned compensation。
**问:In the repeatability testing standard for closed-loop compensation,Why is the testing speed specified as 240mm/min?What would happen if we were to speed up or slow down?**
**答:**Standard testing speed 240mm/minIt is a widely recognized benchmark value in the industry。The mechanism by which speed affects repeatability lies in G31 SkipDelay effect of signal——The faster the speed,Displacement from probe trigger to CNC latch position(overshoot)The larger,And the consistency of each overshoot will deteriorate。Actual test data shows:Every 100mm increase in speed/min,Delay error increases by approximately 2~5μm。Therefore, the test results at different speeds are not comparable。If different speeds are used for tool alignment in actual processing,Suggest verifying repeatability separately at the corresponding speed。For high-precision levels(0.25μm),Suggest using a lower testing speed(Like 120mm/min)To obtain more stable results。
**问:How many times is required for closed-loop compensation to verify repeatability?2σWhat does it mean??**
**答:**The standard requires at least 10 measurements to be taken(n≥10),Using 2σ(2Multiple standard deviation)Quantify repeatability。2σThe meaning is:Under the assumption of normal distribution,About 95% of the measurement results fall within the mean ± 2σwithin the scope of。For example, 2σ=2μm,This means that in 95% of cases, the difference between the results of two knife cuts does not exceed 2μm。Computational method is:①Calculate the standard deviation of 10 measurementsσ = √[Σ(xᵢ-x̄)²/(n-1)];②Repetitive R=2σ。Attention:Less than 10 statistical results are unreliable,Suggest continuous measurement of the same batch(Complete within a short time interval),And the testing environment should be kept stable。
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