Workshop Exercise 12.4 - Composite Profile Stack Objective: Calculate the minimum and maximum values for the indicated dimensions. All minimum and maximum dimensions indicated with an asterisk (*) should be calculated as originating from the Datum Reference Frame (DRF) established by the datum targets. All other minimum and maximum dimensions should be calculated as the relationship between the features. Diagram Explanation: The diagram provides a detailed view of a composite profile stack with various dimensions and annotations: 1. Datum Targets: - Datum targets are marked as A, B, C and are crucial for establishing the DRF. 2. Dimensions and Annotations: - On the left side, there are annotations indicating a profile tolerance of `1.4 A B C` and `0.8` for "THIS SIDE OF PARTING LINE." - On the right, another annotation indicates a profile tolerance of `0.6 A B C` for "THIS SIDE OF PARTING LINE." 3. Dimension Markings: - Vertical dimensions are indicated at various points along the profile, with arrows pointing to measurement lines (e.g., 10, 17, 18 mm). - Horizontal dimension indicators specify distances between features (e.g., 22, 21, 33 mm). 4. Profile View: - A green profile shape is depicted with several notches and protrusions. - Arrows with "Min" and "Max" labels point to the features and dimensions for calculation of variation. 5. Circular Features: - The lower part contains a view showing three circular features marked `A1`, `B1`, `B2`, `A2`, `C1`, and `A3` with a diameter of `ϕ10`. Notes: - All untoleranced dimensions are considered basic. - The profile features a 2° basic draft angle. - Fillet and corner radii are equal to 2. These detailed instructions and annotations guide the user in calculating the appropriate minimum and maximum values, essential for precise engineering applications.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Calculate the minimum and maximum values for the indicated dimensions attached. All minimum and maximum dimensions indicated with an asterick (*) should be calculated as originating from the DRF established by the datum targets. All other minimum and maximum dimensions should be calculated as the relationship between the features.

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Transcribed Image Text:**Workshop Exercise 12.4 - Composite Profile Stack** **Objective:** Calculate the minimum and maximum values for the indicated dimensions. All minimum and maximum dimensions indicated with an asterisk (*) should be calculated as originating from the Datum Reference Frame (DRF) established by the datum targets. All other minimum and maximum dimensions should be calculated as the relationship between the features. **Diagram Explanation:** The diagram provides a detailed view of a composite profile stack with various dimensions and annotations: 1. **Datum Targets:** - Datum targets are marked as A, B, C and are crucial for establishing the DRF. 2. **Dimensions and Annotations:** - On the left side, there are annotations indicating a profile tolerance of `1.4 A B C` and `0.8` for "THIS SIDE OF PARTING LINE." - On the right, another annotation indicates a profile tolerance of `0.6 A B C` for "THIS SIDE OF PARTING LINE." 3. **Dimension Markings:** - Vertical dimensions are indicated at various points along the profile, with arrows pointing to measurement lines (e.g., 10, 17, 18 mm). - Horizontal dimension indicators specify distances between features (e.g., 22, 21, 33 mm). 4. **Profile View:** - A green profile shape is depicted with several notches and protrusions. - Arrows with "Min" and "Max" labels point to the features and dimensions for calculation of variation. 5. **Circular Features:** - The lower part contains a view showing three circular features marked `A1`, `B1`, `B2`, `A2`, `C1`, and `A3` with a diameter of `ϕ10`. **Notes:** - All untoleranced dimensions are considered basic. - The profile features a 2° basic draft angle. - Fillet and corner radii are equal to 2. These detailed instructions and annotations guide the user in calculating the appropriate minimum and maximum values, essential for precise engineering applications.

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