The Engineering Properties command automatically calculates the engineering properties of a 2D object.
To determine the engineering properties of an object:
1. Select a single object, or select a single object and a locus point.
2. Select Model > Engineering Properties.
The Engineering Properties dialog box opens. The data that displays is selection-dependent.
For a single closed surface, the following displays:
• Plane properties (area, perimeter, and absolute coordinates of the centroid of the object)
• Moments of inertia, section modulus’, and radii of gyration about the object’s centroidal axes
For a single closed surface and a locus point, the moments of inertia and radii of gyration about the axes that pass through the locus are also displayed, as well as the horizontal and vertical distances from the locus to the centroid of the object.
3. Select the desired options and units.
Click to show/hide the parameters.
4. Click OK.
The volumetric properties of a 3D object can be obtained with the Volumetric Properties command.
To obtain the volumetric properties of a 3D object:
1. Select the 3D object.
2. Select Model > Volumetric Properties.
The Volumetric Properties dialog box opens, displaying the surface area, volume, and center of mass of the object.
Click to show/hide the parameters.
3. Set the parameters and click OK. If Place locus at center of mass was selected, the 3D locus is placed automatically on the object. If Place properties on drawing was selected, click in the drawing file to specify the location of the text.
The bitmap images and image resources in a Vectorworks file can be compressed with the JPEG compression method, to save file space. JPEG compression can significantly reduce bitmap image file size, but can result in the loss of fine detail for some images.
The compression method and file size for a selected image display in the Object Info palette. Images that are already compressed by the JPEG compression method remain unchanged.
A selected bitmap file displays “Bitmap” as the object type at the top of the Object Info palette. A bitmap file may already have had PNG compression applied at import; the Compress Images command changes its compression format to JPEG.
To compress selected bitmap images:
1. Select the bitmaps to be compressed.
2. Select Tools > Compress Images.
The Compress Images dialog box opens.
3. Select Apply JPEG Compression to Selected Bitmap Objects. Click OK to compress the selected images.
The JPEG compression method can be applied to all bitmap images in the file. For the best possible reduction in file size, images that have been imported as resources (shown as image resources in the Resource Browser) can also be compressed by the JPEG compression method.
To compress all bitmap images and/or image resources:
1. Select Tools > Compress Images.
The Compress Images dialog box opens.
2. Select Apply JPEG Compression to All. Choose whether to apply the JPEG compression to all bitmap images in the drawing, image resources, or both. Click OK to compress the images.
The Trace Bitmap command traces bitmap objects and picture objects (images which have been imported with the Import PICT as Picture command). It creates a group of vector lines from the image.
To trace a bitmap or picture object:
1. Select the image to trace.
2. Select Modify > Trace Bitmap.
The Trace Bitmap dialog box opens.
Click to show/hide the parameters.
3. Set the parameters and click OK.
The time it takes to trace the image can vary from seconds to hours. The tracing time required is determined by the image size, as well as the line threshold and collinearity sensitivity settings selected.
The Create 3D Object from 2D command places a 3D version of a 2D object in a drawing. The command applies to the following 2D objects with 3D counterparts.
Acorn nut (Inch) |
Lock washer (Inch, Metric, DIN, ISO) |
Spur gear * |
Angle (AISC Inch and Metric, |
Needle bearing |
Spur gear rack |
Ball bearing |
Nut (Inch, Metric, DIN, ISO) |
Square tubing (AISC Inch and Metric, BSI, JIS, ANZ, DIN) |
Bearing lock nut |
Parallel pin (DIN) |
Swing bolt |
Bevel gears |
Pillow block bearing |
Swing eye bolt |
Bulb flat (BSI, JIS, DIN) |
Plain washer (Inch, Metric, DIN, ISO) |
Taper pin (Inch, DIN) |
Carriage bolt (Inch, Metric) |
Pulley * |
Tapered roller bearing |
Channel (AISC Inch and Metric, JIS, ANZ, DIN) |
Rectangular tubing (AISC Inch and |
T-bolt |
Clevis pin (Inch, Metric,
|
Retaining ring (Inch, DIN) |
Tee (AISC Inch and Metric, BSI, JIS, DIN) |
Compression spring - 1 and 2 |
Retaining washer (DIN) |
Thrust bearing |
Conical compression spring |
Rivet - large (Inch) |
Thumb screw (Inch) |
Cotter pin (Inch) |
Rivet - small (Inch) |
Torsion spring - Front, End |
Die spring |
Rivet (DIN) |
Tubular rivet (DIN) |
Dowel pin (Inch) |
Roller bearing |
U-bolt |
Extension spring - Front, End |
Roller chain - circular |
Wide flange (AISC Inch and Metric, BSI, JIS, ANZ, DIN) |
Eye bolt |
Roller chain - linear |
Wing nut (DIN) |
Flanged bearing - 2 and 4 hole |
Roller chain - offset link |
Wing nut type A, B, C, D (Inch) |
Hole - drilled |
Round tubing (AISC Inch and Metric, |
Woodruff key |
Hole - tapped (Inch, Metric) |
Screw and nut (Inch, Metric, DIN, ISO) |
Wood screw |
I-Beam (AISC Inch and Metric,
|
Set screw (Inch, Metric, DIN, ISO) |
Worm |
J-Bolt (Inch, Metric) |
Shaft |
Worm gear * |
Key |
Sheet metal screw (Inch, Metric) |
Z-Section |
Knurled thumb nut (Inch, DIN) |
Shoulder screw (Inch, Metric, DIN, ISO) |
|
Lag screw (Inch, Metric) |
Sprocket * |
|
* The spur gear, worm gear, sprocket, and pulley convert to a 3D object and 3D hub object.
This command creates the 3D equivalent of a selected 2D object. If a 2D object with no 3D equivalent is selected, a beep sounds, a notice indicates that the object cannot be converted, and the object is deselected.
To create a 3D object from a 2D object:
1. Select the 2D object. Several 2D objects can be selected at one time.
2. Select the Create 3D Object from 2D command from the appropriate menu:
• Architect: AEC > Machine Design > Create 3D Object from 2D
• Landmark: Landmark > Machine Design > Create 3D Object from 2D
• Spotlight: Spotlight > Machine Design > Create 3D Object from 2D
The 3D object is created with the same parameters as the 2D object.
The Spring Calculator command solves for spring rates and unit stresses based on compression spring parameters.
To calculate a spring rate:
1. Select the Spring Calculator command from the appropriate menu:
• Architect: AEC > Machine Design > Spring Calculator
• Landmark: Landmark > Machine Design > Spring Calculator
• Spotlight: Spotlight > Machine Design > Spring Calculator
The Spring Calculator dialog box opens.
2. Edit the compression spring parameters. To add to the list of available parameter values, see “Adding User-defined Information to Commands” on page 1877.
Click to show/hide the parameters.
3. Click Close to exit the calculator.
The Belt Length Calculator solves for either belt length or center distance between two pulleys.
To calculate belt length or center distance:
1. Select the Belt Length Calculator command from the appropriate menu:
• Architect: AEC > Machine Design > Belt Length Calculator
• Landmark: Landmark > Machine Design > Belt Length Calculator
• Spotlight: Spotlight > Machine Design > Belt Length Calculator
The Belt Length Calculator dialog box opens.
Click to show/hide the parameters.
2. Enter the known values, and then click Solve.
The belt length or center distance value displays.
If the center distance value is unknown, leave the field blank, and then click Solve. The minimum distance is displayed. Click Solve again to solve for the belt length based on the minimum center distance.
3. Click Close to exit the calculator.
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The Chain Length calculator solves for either the length of a chain or center distance between two sprockets.
To calculate chain length or center distance:
1. Select the Chain Length Calculator command from the appropriate menu:
• Architect: AEC > Machine Design > Chain Length Calculator
• Landmark: Landmark > Machine Design > Chain Length Calculator
• Spotlight: Spotlight > Machine Design > Chain Length Calculator
The Chain Length Calculator dialog box opens.
Click to show/hide the parameters.
The Chain Length value can be entered based on the number of pitches multiplied by the pitch value.
2. Enter the known values, and then click Solve.
The chain length or center distance value displays.
If the center distance value is unknown, leave the field blank, and then click Solve. The minimum distance is displayed. Click Solve again to solve for the chain length based on the minimum center distance.
3. Select the desired placement options.
4. Click OK.
5. If placement options were selected, the cursor changes to a bull’s eye. Click in the drawing to insert the chain and/or sprockets. If Place data on the drawing was selected, click again to insert the calculated data.
6. Click OK to close the calculator.
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The Control Values for Keys calculator solves for the key depths of a given shaft and the key size.
To calculate the control values:
1. Select the Control Values for Keys command from the appropriate menu:
• Architect: AEC > Machine Design > Control Values for Keys
• Landmark: Landmark > Machine Design > Control Values for Keys
• Spotlight: Spotlight > Machine Design > Control Values for Keys
The Depth Control Values for Keys dialog box opens.
2. Enter the shaft diameter size. Select Recommended Key Size to use the recommended key size according to the ASME or ISO standard; otherwise, select Custom Key Size to enter custom key sizes.
Click to show/hide the parameters.
3. Click Solve.
The key depth values for the given shaft diameter and key size are displayed.
4. Click Close to exit the calculator.
The Shaft Analysis utility analyzes the results of a twisting moment being applied to a round solid or hollow shaft.
To perform the analysis:
1. Select the Shaft Analysis command from the appropriate menu:
• Architect: AEC > Machine Design > Shaft Analysis
• Landmark: Landmark > Machine Design > Shaft Analysis
• Spotlight: Spotlight > Machine Design > Shaft Analysis
The Shaft Analysis dialog box opens.
2. Enter the shaft properties and the known value in the Solutions section. To add to the list of available units, see “Adding User-defined Information to Commands” on page 1877.
Click to show/hide the parameters.
3. Click Solve.
The unknown values in the Solutions section are solved based on the information given.
4. Click Close to exit the shaft analysis calculator.
The Centroid utility calculates the centroid, or center of gravity, of a 2D shape. The utility shows the location of the centroid and can place a locus at that point. For more information, see “Obtaining Engineering Properties” on page 1813.
To place a centroid locus point on an object:
1. Select the object.
2. Select the Centroid command from the appropriate menu:
• Architect: AEC > Machine Design > Centroid
• Landmark: Landmark > Machine Design > Centroid
• Spotlight: Spotlight > Machine Design > Centroid
The Centroid dialog box opens.
3. The location of the centroid is displayed. Select Place locus at centroid to place a locus marker at the centroid of the object.
4. Click OK.
If the object is moved, the locus point does not remain centroidal unless the object and locus point are grouped and then moved.
The Conversion Factors utility provides the conversion factor between units.
To perform a conversion factor calculation:
1. Select the Conversion Factors command from the appropriate menu:
• Architect: AEC > Machine Design > Conversion Factors
• Landmark: Landmark > Machine Design > Conversion Factors
• Spotlight: Spotlight > Machine Design > Conversion Factors
The Conversion Factors dialog box opens.
2. In the Multiply field, enter the number of units to convert. Select the original unit of measure from the Multiply list.
3. Select the target unit of measure from the To Obtain list. The conversion results display in the To Obtain field and the conversion factor displays in the By field.
4. Click OK to exit the utility.
The Solution of Triangles utility solves for unknown values of a triangle.
To solve for the unknown values of a triangle:
1. Select the Solution of Triangles command from the appropriate menu:
• Architect: AEC > Machine Design > Solution of Triangles
• Landmark: Landmark > Machine Design > Solution of Triangles
• Spotlight: Spotlight > Machine Design > Solution of Triangles
The Solution of Triangles dialog box opens.
2. Select the format of the known values, and then enter them in the fields below.
3. Click Solve. The calculated values display in the Solution fields.
4. Click Close to exit the utility.
The 3D Properties utility calculates a 3D object’s center of mass, radii of gyration, and mass properties based on density or specific gravity, surface area, and volume. This can be used for 3D objects such as a sweep, extrude, or solid.
To display the 3D properties of an applicable object:
1. Select the 3D object.
2. Select the 3D Properties command from the appropriate menu:
• Architect: AEC > Machine Design > 3D Properties
• Landmark: Landmark > Machine Design > 3D Properties
• Spotlight: Spotlight > Machine Design > 3D Properties
The 3D Properties dialog box displays the object surface area, volume, radii of gyration, and center of mass.
Click to show/hide the parameters.
3. Click Calculate Mass Properties.
The Mass Properties dialog box displays the weight, mass, and mass moments of inertia of the object.
4. Specify the system of units to use when calculating the mass properties.
The mass properties calculations display.
Click to show/hide the parameters.
5. Click OK to return to the 3D properties dialog box.
The Simple Beam Analysis command opens a message box displaying the calculated values that correspond to the cursor position.
To analyze a simple beam:
1. Create the beam and diagrams as described in “Simple Beam” on page 1882.
2. Select the Simple Beam Analysis command from the appropriate menu:
• Architect: AEC > Machine Design > Simple Beam Analysis
• Landmark: Landmark > Machine Design > Simple Beam Analysis
• Spotlight: Spotlight > Machine Design > Simple Beam Analysis
A message dialog box opens at the bottom of the screen, displaying x (location on the beam), vx (shear), mx (bending moment), sx (shearing stress), and y (deflection) values.
The values displayed depend on the location of the cursor along the beam and the Calculation Interval specified in the Beam Properties dialog box.
3. Click on a blank area of the drawing to stop the analysis. Close the message dialog box.
To lock the values in the message dialog box, click on a point along the beam. The values at this point can then be studied or written down for future analysis. Select the Simple Beam Analysis command again to continue checking values along the beam.
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The Simple Beam Calculator command provides a quick way to analyze a simply-supported beam with a single load.
To use the Simple Beam Calculator:
1. Select the Simple Beam Calculator command from the appropriate menu:
• Architect: AEC > Machine Design > Simple Beam Calculator
• Landmark: Landmark > Machine Design > Simple Beam Calculator
• Spotlight: Spotlight > Machine Design > Simple Beam Calculator
The Simple Beam Calculator dialog box opens.
2. Select the desired configuration, and then enter the values to be calculated.
Click to show/hide the parameters.
Certain input fields may appear dimmed depending on the configuration selected.
3. Click Solve.
The results are displayed in Solution.
4. Click Close to exit the Simple Beam Calculator dialog box.
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