Zheng Fang Architectural Representation

Zheng Fang Architectural Representation

Exercise 02: Part 2A Column #8 Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

Contents Projects 1.0 Geometric Logic 2.0

Variation and mutation

3.0 Methods of 3D Fabrication 4.0 3D fields

1

+ Projects

3

Geometric Logic

Geometric logic is intrinsic to form-making in architecture, and to explore the potentials of these forms, one must understand the relationships of the geometries. In this project, Gothic window traceries from the 13th, and 14th century are examined. These traceries are designed with the intention of following specific geometric logic and rules. Furthermore, these rules are extrapolated using guidelines, and then transformed to create new iterations.

Exercise 01: Part 1A Gothic Window #4 Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

Exercise 01: Part 1A Gothic Window #4 Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

5

Exercise 01: Part 1A Gothic Window #4 Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

Exercise 01: Part 1A Gothic Window #4 Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

Exercise 01: Part 1A Gothic Window #4 Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

Exercise 01: Part 1A Gothic Window #4 Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

Transformed iteration using the geometric logic

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Figure ground drawings

Exe Exercise 01: Part 1A Go Gothic Window #4 Zheng Fang

Z ϭϴϮ͗ Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂ ƵŝůĚŝŶŐ &Ă

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ

e 01: Part 1A c Window #4 eng Fang

ĞƉƌĞƐĞŶƚĂƟŽŶ // Ŷ // ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

ƟŽŶƐ

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Variation and Mutation

Using existing construction drawings, this project aims to recreate classical columns. The profile of the columns are constructed using exact dimensions of the guidelines from the drawings.

Moreover, the profiles of the columns are then extrapolated and incorporated to create new 3D-Models. Operations such as loft, sweep, and boolean are employed to create unique formal conditions.

These models are then analyzed; diagramatic drawings are used to further illustrate the operations and technique used to achive the end results

Exercise 02: Part 2A Column #8 Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

11

>ŽŌ

>ŽŌ

>ŽŌ

>ŽŌ

>ŽŌ

>ŽŌ

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ Exercise 02B Zheng Fang

ZĞǀŽůǀĞ džƚƌƵĚĞ

ZĞǀŽůǀĞ džƚƌƵĚĞ

ZĞǀŽůǀĞ ZĞǀŽůǀĞ

Extrude Extrude

Extrude Extrude

Extrude Extrude

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ Exercise 02B Zheng Fang

Sweep2

Sweep2

Sweep2

Sweep2

Sweep2

Sweep1

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ Exercise 02B Zheng Fang

>ŽŌ ϰ ƉůĂŶĂŵĞƚƌŝĐ ƉƌŽĮůĞƐ

>ŽŌ Ϯ ƉůĂŶĂŵĞƚƌŝĐ ƉƌŽĮůĞƐ

>ŽŌ ϰ ƉůĂŶĂŵĞƚƌŝĐ ƉƌŽĮůĞƐ

>ŽŌ ϰ ƉůĂŶĂŵĞƚƌŝĐ ƉƌŽĮůĞƐ Θ ĂƉ

TOP VIEW

ELEVATION

B A Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ Exercise 02C Zheng Fang

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džƚƌƵĚĞ ƐĞĐƟŽŶĂů ƉƌŽĮůĞ

ZĞǀŽůǀĞ ƐĞĐƟŽŶĂů ƉƌŽĮůĞ

KǀĞƌůĂƉƉŝŶŐ ĞdžƚƌƵƐŝŽŶƐ

ŽŽůĞĂŶ /ŶƚĞƌƐĞĐƟŽŶ

^ǁĞĞƉ Ϯ ďĞƚǁĞĞŶ Ϯ ƉĂůŶĂƌŵĞƚƌŝĐ ƉƌŽĮůĞƐ

ĂƉ

TOP VIEW

ELEVATION

B A Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ Exercise 02C Zheng Fang

^ǁĞĞƉ Ϯ ďĞƚǁĞĞŶ Ϯ ƉĂůŶĂƌŵĞƚƌŝĐ ƉƌŽĮůĞƐ

^ǁĞĞƉ Ϯ ďĞƚǁĞĞŶ Ϯ ƉĂůŶĂƌŵĞƚƌŝĐ ƉƌŽĮůĞƐ

TOP VIEW

ELEVATION

B A Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ Exercise 02C Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ džĞƌĐŝƐĞ ϬϮ ͗ ŽŶƚŽƵƌ Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ džĞƌĐŝƐĞ ϬϮ ͗ ŽŶƚŽƵƌ Zheng Fang

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B

C

A

B

A

C D

D

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ džĞƌĐŝƐĞ ϬϮ ͗ ^ĞĂŵŝŶŐ ͬ hŶĨŽůĚŝŶŐ Zheng Fang

A

A

C

B

D

E

B

F

C

I

F G H

D E

H

G

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ džĞƌĐŝƐĞ ϬϮ ͗ ^ĞƌŝĂů ^ĞĐƟŽŶŝŶŐ Zheng Fang

I

B

A

C

D

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ džĞƌĐŝƐĞ ϬϮ ͗ <ŝƚͲŽĨͲWĂƌƚƐ Zheng Fang

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Methods of Fabrication Using selected models from previous project, this project aims to tackle the physical construction of the model.

While understanding that there is a gap between the digital world and reality, methods such as sectioning and unroll surface are used to recreate the 3D models using planar units.

Specifically, eggcrate construction method is used in this iteration. The digital model is broken down into two sets of sectioning pieces from X and Y orientation. These sets are then catalogued accordingly to inform the construction of the physical model.

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B1

B2

A19 A18 A17 A16

B17

A15 A14 A13

A12

B18

A11

B1

A10

B2

A19

A9

A18

A7

A17 A16 A15 A14 A13

A8

A12 A11 A10

A6 A9 A7

A8 A6

A5 A4 A5 A4

A3 A3

A2

A2 A1

A1

A

B3 B5

B4

B5

B6

B9

B11

B9

B11

B13

B15

B12 B14

B7

B13

B8 B10

B3

B4

B6

B7

B16

B15

B8 B10

B12 B14

B16

Z

ƵŝůĚ

32’’

B3

B7

B6

B5

B4

B8

B9

32’’ B11

B10

B12

B5

B4

B3

B7

B6

B8

B9

B17

B15

B14

B13

B18

18’’

B12

B11

B10

B15

B14

B13

B16

B2

B17

B16

B1

B18

B2

B1

B17 B18

A8 A16

A22 A16

A22

A17

A18

A19

A8

A21

A17

A20

A18

A19

A21

A20

A5 A4 A14

18’’

A15

A13

A6 A7

A5 A4 A14

A10

A15 A9

A13

A21 A11 A20

A3

A22

A12

A1

A6 A2

A7

A10

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

A9

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ A20

Exercise 03 Zheng Fang

ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

A21 A11

A3

A22

A12

A1

A2

21

K

J

I

K

18’’

E

F

D

G

H

I

C B A 32’’

D

A

J

K

18’’

J

G

J

I

18’’

K

E D

F

G

H

H

I

E

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

B

C

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶ F

Exercise 03 Zheng Fang

B 18’’

A C

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ Exercise 03 Zheng Fang

ŶƐ

D

A

4

G

9 1

1

H

2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34

10

5

1

18’’

12

7

E

11

2

6

3

13 14

8

28

B

24

F 25

18’’

26 32’’

C

/

32’’

4

9 1

29

30

27

15

20

1

5

1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34

6 7

10

16 Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ // 21

11 2 ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ Exercise 03 17 12 Zheng Fang 22 3

18

13 14

8

28

18’’

23

19

31

24

25

26

29

32

30

33

34

18’’

27

23 Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ Exercise 03 Zheng Fang

3D fields â&#x20AC;&#x153;Field configurations are loosely bound aggregates characterized by porosity and local interconnectivity.â&#x20AC;? -Stan Allen This project aims to create a field using existing roof typology. Such roof field is then transformed through operations such as points edit and flow along surface to create hiearchical relationship and density within the field.

This roof field is further manipulated as its grid is extracted.Finally, a surface condition is panelled onto the surface of the field.

Both photorealistic and abstract renderings are explored in the process of Mapping in patterns and transparent materials.

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ Exercise 04A: Planar 1 Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ Exercise 04A: Planar 2 (Cage Edit) Zheng Fang

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Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

džĞƌĐŝƐĞ Ϭϰ ͗ WůĂŶĂƌ ϯ ;&ůŽǁ ĂůŽŶŐ ƐƵƌĨĂĐĞͿ Zheng Fang

Zheng Fang

Exercise 04: Part B ϯ &ŝĞůĚͲ ^ƉĂƟĂů DĂƚƌŝdž Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

Exercise 04: Part B ϯ &ŝĞůĚͲ ^ƉĂƟĂů DĂƚƌŝdž Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

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Exerci ϯ &ŝĞůĚ Zh

Z ϭϴϮ͗ ZĞ

ƵŝůĚŝŶŐ &ĂĐƚƐ

04: Part B ƉĂƟĂů DĂƚƌŝdž g Fang

ƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ 29

1/9A A

A

1/9A

Z ϭ

ƵŝůĚŝŶ

Exercise 04: Part 4C Zheng Fang

ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

31

Exerc Z

Z ϭϴϮ͗ Z

ƵŝůĚŝŶŐ &ĂĐƚ

cise 04: Part 4C Zheng Fang

ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ

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Exercise 4D Rendering Zheng Fang ARC182: Representation II Building Facts / Building Fic ons

Exercise 4D Rendering Zheng Fang ARC182: Representation II Building Facts / Building Fictions

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Professor Molly Hunker Exercise 02: Part 2A #8 Teaching assistants: Yilu Zhang, James Column Gilliland II Zheng Fang

Z ϭϴϮ͗ ZĞƉƌĞƐĞŶƚĂƟŽŶ //

ƵŝůĚŝŶŐ &ĂĐƚƐ ͬ ƵŝůĚŝŶŐ &ŝĐƟŽŶƐ