Introduction to Heidenhain Manual Programming Example

Heidenhain manual programming is the process of directly inputting machining programs by operating the buttons and knobs on the control panel. Although this method is not as convenient as using computer programming, it can be used as a backup solution when there is no computer or when the computer malfunctions. Manual programming mainly includes the following steps:

1. Choose a motion mode (such as straight line, arc, etc.)

2. Enter the coordinates of the starting and ending points

3. Enter interpolation parameters (such as velocity, acceleration, etc.)

4. Confirm and execute the program

Example 1: Implementing Simple Linear Interpolation Using Heidenhain Manual Programming

Assuming we want to implement a simple line interpolation with starting coordinates of (10, 10) and ending coordinates of (50, 10). We can manually program according to the following steps:

1. Choose motion mode: Linear interpolation

2. Enter the starting point coordinates: X10 Y10

3. Enter the endpoint coordinates: X50 Y10

4. Input interpolation parameters: Input speed and acceleration according to actual needs

5. Confirm and execute the program

Example 2: Implementing Arc Interpolation Using Heidenhain Manual Programming

Assuming we want to implement a simple circular interpolation with starting coordinates of (10, 10), ending coordinates of (50, 10), and a circular radius of 20. We can manually program according to the following steps:

1. Choose motion mode: Arc interpolation

2. Enter the starting point coordinates: X10 Y10

3. Enter the endpoint coordinates: X50 Y10

4. Enter the radius of the arc: R20

5. Input interpolation parameters: Input speed and acceleration according to actual needs

6. Confirm and execute the program

Example 3: Using Heidenhain manual programming to interpolate complex trajectories

In the actual processing, there may be situations where complex trajectory interpolation needs to be implemented. For example, it is necessary to implement a parabolic trajectory. We can manually program according to the following steps:

1. Choose motion mode: parabolic interpolation

2. Enter the starting point coordinates: X10 Y10

3. Input parabolic parameters: Enter the vertex coordinates and focal length of the parabola according to actual needs

4. Input interpolation parameters: Input speed and acceleration according to actual needs

5. Confirm and execute the program

【 Conclusion 】

Through the above three examples, we can see that Heidenhain manual programming is a flexible and practical programming method. In specific situations, such as when there is no computer or computer malfunction, manual programming can be an effective solution.