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1) Using Dynamo create a set of sinusoidal points and create a curve and create a surface out of the curve. ANS: Aim: To create a set of sinusoidal points, a curve and a surface out of the curve using dynamo. Procedure: Initially, open the architecture template of Revit software and go to manage tab. In manage…
prem kiran dibbagalla
updated on 02 Dec 2022
1) Using Dynamo create a set of sinusoidal points and create a curve and create a surface out of the curve.
ANS:
Aim:
To create a set of sinusoidal points, a curve and a surface out of the curve using dynamo.
Procedure:
2) Create a conceptual layout of floor plan in dynamo . Using the tools available in dynamo link the lines to appropriate model elements in Revit by choosing the wall types and wall parameters. Make use of the sliders to slide through the height of the wall and length of the wall.
ANS:
Aim:
To create a conceptual layout of a floor plan in dynamo.
Procedure:
3.Create an array of model elements in Revit. Use dynamo to vary the properties of model elements by using the slider or code block
ANS:
Aim:
To create an array of model elements in revit.
Procedure:
4. Create a conceptual mass in Revit and develop a parametric column by dividing the surfaces and apply the concepts similar to used in parametric walkway modelling. Use triangular bent or square shaped panels to add finish to the parametric column
ANS:
Aim:
To create a conceptual mass in Revit and develop a parametric column by dividing the surfaces.
Procedure:
5) Use Dynamo to work on developing a Parametric Stadium. List your parameters and use the visual programming approach to complete the modelling, You can use the concepts discussed in parametric high rise tower in class for reference.
Aim:
To develop a Parametric Stadium using dynamo in Revit.
Procedure:
Initially open a new architectural template in Revit and then open dynamo.
Basic parameters to design a high rise structure is created as input in dynamo.
Four integer sliders is taken from the library for the following:
Number of levels
Floor to floor height
Bottom floor rotation
Top floor rotation
Now, insert a code block from the library to combine level and floor to floor height and type 0..#levels..Floorheight.
Now, connect the integer sliders named as levels and floor to floor hegiht as input to the code block.
Now, search coordinates by origin in the library and insert it.
Then connect the code block as input for z coordinate in the coordinate by origin block.
Five points are generated corresponding to 5 levels.
Now, insert rectangle by width and length from the library.
For this, inputs requied are coordinate system, length and width.
So insert integer slider for length and width.
Then connect the inputs for the rectangle block.
Now we have to rotate the geometry.
So, for this insert the rotate block from the library. The inputs required are:
Geometry : Rectangle block
Origin: insert an origin block from the library.
Axis: insert vector Z axis from the library.
Degrees: For this insert a code block and type Bottom..Top..#level. The inputs for this code block is already available i.e, Bottom floor rotation, top floor rotation and levels.
Now, we have to create surface, for this type surface by loft in library.
Then connect Geometry.rotate block as input for Surface by loft.
Hence, the parametric stadium have been created.
The number of levels and width and length of the rectangle can varied accordingly.
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