Sri Yantra step by step draw in AutoCAD
A Sri Yantra designed with accuracy and precision is precious, beautiful and highly benevolent. To begin drawing, use a 2D drafting engineering software e.g. AutoCAD, BricsCAD, nanoCAD, LibreCAD etc.
  • Set the Dimensions precision to four decimal places, e.g., 0.0000
  • With each Line, Angle, or Circle drawn, take the Dimension and see if it matches exactly.
  • Even a slight error shall make the Sri Yantra lose its Beauty and Preciousness.
  • 1 Square ABCD, side 200.
  • 2 Bisect Square at J,
    • make right angle Triangle JCD with hypotenuse JC = 223.6068, Angle CJD = 63.4349°
  • 3 Draw Black Circle with center at J, radius = hypotenuse JC = 223.6068
  • 4 Extend Square ABCD to a Rectangle ABEF, where longer side AF = BE = 323.6068
  • 5 Draw Green Circle with center at A, radius = 323.6068
  • 6 Extend side of Square DC to touch Green Circle at upper point g. The length Dg = 254.4039
    • For exactness,
    • Extend side of Square CD to touch Green Circle at lower point. This length = 254.4039
    • These both lengths must be Equal. This is just to check if we are going right so far.
    • If both these lengths are Equal, we have found the Apex g for our Triangle T1u.
  • 7 Now join A to g, and we get the Side Ag of our Golden Ratio Triangle T1u.
    • Note that Side Ag = radius of Green Circle = 323.6068
  • 8 Copy and Mirror the Side Ag to get the Side gi of Golden Ratio Triangle Triangle.
  • 9 Join points A to i to get Base Ai of Golden Ratio Triangle T1u
Golden Ratio Triangle T1u Largest Upwards Apex Triangle is starting Point for Sri Yantra.
  • Dimensions for Golden Ratio Triangle T1u = Agi must be precisely
    • Baseline length = 400
    • Isosceles Side Length each = 323.6068
    • Isosceles Angle each = 51.82729°
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Sri Yantra step by step draw in AutoCAD
A Sri Yantra designed with accuracy and precision is precious, beautiful and highly benevolent. To begin drawing, use a 2D drafting engineering software e.g. AutoCAD, BricsCAD, nanoCAD, LibreCAD etc.
  • Set the Dimensions precision to four decimal places, e.g., 0.0000
  • With each Line, Angle, or Circle drawn, take the Dimension and see if it matches exactly.
  • Even a slight error shall make the Sri Yantra lose its Beauty and Preciousness.
  • 1 Square ABCD, side 200.
  • 2 Bisect Square at J,
    • make right angle Triangle JCD with hypotenuse JC = 223.6068, Angle CJD = 63.4349°
  • 3 Draw Black Circle with center at J, radius = hypotenuse JC = 223.6068
  • 4 Extend Square ABCD to a Rectangle ABEF, where longer side AF = BE = 323.6068
  • 5 Draw Green Circle with center at A, radius = 323.6068
  • 6 Extend side of Square DC to touch Green Circle at upper point g. The length Dg = 254.4039
    • For exactness,
    • Extend side of Square CD to touch Green Circle at lower point. This length = 254.4039
    • These both lengths must be Equal. This is just to check if we are going right so far.
    • If both these lengths are Equal, we have found the Apex g for our Triangle T1u.
  • 7 Now join A to g, and we get the Side Ag of our Golden Ratio Triangle T1u.
    • Note that Side Ag = radius of Green Circle = 323.6068
  • 8 Copy and Mirror the Side Ag to get the Side gi of Golden Ratio Triangle Triangle.
  • 9 Join points A to i to get Base Ai of Golden Ratio Triangle T1u
Golden Ratio Triangle T1u Largest Upwards Apex Triangle is starting Point for Sri Yantra.
  • Dimensions for Golden Ratio Triangle T1u = Agi must be precisely
    • Baseline length = 400
    • Isosceles Side Length each = 323.6068
    • Isosceles Angle each = 51.82729°
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Sri Yantra step by step draw in AutoCAD

Sri Yantra step by step draw in AutoCAD

by Ashwini Kumar Aggarwal
Sri Yantra step by step draw in AutoCAD

Sri Yantra step by step draw in AutoCAD

by Ashwini Kumar Aggarwal

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Overview

A Sri Yantra designed with accuracy and precision is precious, beautiful and highly benevolent. To begin drawing, use a 2D drafting engineering software e.g. AutoCAD, BricsCAD, nanoCAD, LibreCAD etc.
  • Set the Dimensions precision to four decimal places, e.g., 0.0000
  • With each Line, Angle, or Circle drawn, take the Dimension and see if it matches exactly.
  • Even a slight error shall make the Sri Yantra lose its Beauty and Preciousness.
  • 1 Square ABCD, side 200.
  • 2 Bisect Square at J,
    • make right angle Triangle JCD with hypotenuse JC = 223.6068, Angle CJD = 63.4349°
  • 3 Draw Black Circle with center at J, radius = hypotenuse JC = 223.6068
  • 4 Extend Square ABCD to a Rectangle ABEF, where longer side AF = BE = 323.6068
  • 5 Draw Green Circle with center at A, radius = 323.6068
  • 6 Extend side of Square DC to touch Green Circle at upper point g. The length Dg = 254.4039
    • For exactness,
    • Extend side of Square CD to touch Green Circle at lower point. This length = 254.4039
    • These both lengths must be Equal. This is just to check if we are going right so far.
    • If both these lengths are Equal, we have found the Apex g for our Triangle T1u.
  • 7 Now join A to g, and we get the Side Ag of our Golden Ratio Triangle T1u.
    • Note that Side Ag = radius of Green Circle = 323.6068
  • 8 Copy and Mirror the Side Ag to get the Side gi of Golden Ratio Triangle Triangle.
  • 9 Join points A to i to get Base Ai of Golden Ratio Triangle T1u
Golden Ratio Triangle T1u Largest Upwards Apex Triangle is starting Point for Sri Yantra.
  • Dimensions for Golden Ratio Triangle T1u = Agi must be precisely
    • Baseline length = 400
    • Isosceles Side Length each = 323.6068
    • Isosceles Angle each = 51.82729°

Product Details

ISBN-13: 9789395766623
Publisher: Devotees of Sri Sri Ravi Shankar Ashram
Publication date: 06/30/2023
Series: Sri Yantra
Pages: 126
Product dimensions: 8.50(w) x 11.00(h) x 0.33(d)

About the Author

Ashwini is with the Sri Sri Ravi Shankar Ashram based in Punjab.He loves to practice Yoga, perform Homa, study Sanskrit and be at home.He was born in Ludhiana and completed his pre-University from Govt. College for Boys.He has also written texts on Upanishads & Sanskrit Grammar delving into Panini's Ashtadhyayi.https://advaita56.in
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