techne 2013

80
\’tekne\ (n) : art, craft or skill. <technography> technical: technological

Category:

Documents


0 download

DESCRIPTION

This exciting compilation of student work cuts across our graduate and undergraduate programs in architecture and urban and regional planning and is a clear reflection of the talent, creativity and collaborative spirit that defines our Buffalo School community.

TRANSCRIPT

Page 1: Techne 2013

\’tekne\ (n) : art, craft or skill. <technography> technical: technological

Page 2: Techne 2013

Students of the School of Architecture and Planning engage Buffalo and the world as their laboratory for testing, building and advancing knowledge in architecture and planning. I am pleased to present the products of their research inquiry in Techne. This exciting compilation of student work cuts across our graduate and undergraduate programs in architecture and urban and regional planning and is a clear reflection of the talent, creativity and collaborative spirit that defines our Buffalo School community. Enjoy.

Dean Robert G. Shibley

Page 3: Techne 2013

TINO

GO

O

Page 4: Techne 2013

TIM

GA

RGIU

LO

Page 5: Techne 2013

CRISTIN

A D

ELGA

DO

Page 6: Techne 2013

KIM

BERL

Y S

ASS

Page 7: Techne 2013

BRAN

DO

N H

AK

E

Page 8: Techne 2013

ERIC

MU

LTER

Page 9: Techne 2013

MA

TTHEW

MA

CIA

S

Page 10: Techne 2013

B.C

HA

PMA

N +

E.S

CH

ELLE

NG

Page 11: Techne 2013

ALEX

NO

WA

K

Page 12: Techne 2013

JESS

ICA

HA

LL

Page 13: Techne 2013

Lake Erie

River BendDistrict

Valley Community

Old First Ward

Waterfront

LarkinDistrict

South Park Ave.

Baile

y Ave.

62

16Seneca St.

354

Clinton St.

Buffalo Skyway

5 Lous

inia

na S

t.

Perry St.

Buffa

lo R

iver

William St.

Jefferson Ave.

Smith

St.

N. F

illmore

Ave.

Lee St.

Elk St.

5

Pear

l St.

Broadway St.

DOWNTOWN BUFFALO

190

Heritage DiscoveRy Center

Bu�alo River BOA

Bu�alo Harbor BOA

BRAD

EVERD

YK

E

Page 14: Techne 2013

TRA

VIS

NO

RTO

N

Page 15: Techne 2013

LORRIN

KLIN

E

Page 16: Techne 2013

VIN

CEN

T RI

BEIR

O

Page 17: Techne 2013

AN

DREW

KO

UD

LAI

Page 18: Techne 2013

KEV

IN T

URN

ER

Page 19: Techne 2013

EDW

ARD

SCH

ELLENG

Page 20: Techne 2013

T.G

ARG

IULO

+ N

.KA

RL

Page 21: Techne 2013

DA

NIEL LA

MM

Page 22: Techne 2013

ABI

GA

IL P

IERC

E

Page 23: Techne 2013

WILLIA

M BEC

KER

Page 24: Techne 2013

SHA

UN

A P

RITC

HA

RD

Page 25: Techne 2013

CH

RISTIAN

UREN

A

Page 26: Techne 2013

CO

LLEE

N C

REIG

HTO

N

Page 27: Techne 2013

S. HO

LTZER + K. STA

VD

AL

Page 28: Techne 2013

ERIC

BEC

KER

Page 29: Techne 2013

G.D

UBIN

+ I.SIMH

ON

+ R.YO

OS

Page 30: Techne 2013

JAC

KSO

N L

IM

Page 31: Techne 2013

BRIJHETTE FA

RMER

Page 32: Techne 2013

WIL

LIA

M S

EDIG

Page 33: Techne 2013

DA

N A

VILA

N

Page 34: Techne 2013

AD

AM

GRE

NC

I

Page 35: Techne 2013

GEO

RINE PIERRE

Page 36: Techne 2013

MA

TTH

EW K

REID

LER

Page 37: Techne 2013

TYLER D

EMA

RLE

Page 38: Techne 2013

NA

THA

N A

TTA

RD

Page 39: Techne 2013

ALEX

AN

DRA

SHEEH

AN

Page 40: Techne 2013

BRIA

N F

ENTZ

KE

Page 41: Techne 2013

NA

HSH

ON

JAG

ROO

P

Page 42: Techne 2013

DA

NIE

L K

LEES

CH

ULT

E

Page 43: Techne 2013

QU

INC

Y K

OC

ZKA

Page 44: Techne 2013

CH

RIST

OPH

ER G

OM

EZ

Page 45: Techne 2013

JOSH

DILLIN

Page 46: Techne 2013

TIM

RU

HL

Page 47: Techne 2013

STEPHEN

OLSO

N

Page 48: Techne 2013

RAN

DY

FER

NA

ND

O

Page 49: Techne 2013

XIN

GJIA

N LIA

O

Page 50: Techne 2013

JOH

N B

REN

NA

N

Page 51: Techne 2013

TIMO

THY

UN

G

Page 52: Techne 2013

SARA

RA

SOO

LZA

DEH

Page 53: Techne 2013

WA

YN

E FUN

G

Page 54: Techne 2013

NIC

HO

LAS

KA

RL

Page 55: Techne 2013

MIK

E MIESZC

ZAN

SKI

Page 56: Techne 2013

DY

LAN

BU

RNS

Page 57: Techne 2013

KA

THY

YU

EN

Page 58: Techne 2013

ASH

WIN

I KA

RVE

Page 59: Techne 2013

KRISTEN

GA

BRIELE

Page 60: Techne 2013

JUST

INA

DZI

AM

A

Page 61: Techne 2013

KIM

BERLY SC

HU

ELER

Page 62: Techne 2013

ROBE

RT Y

OO

S

Page 63: Techne 2013

CO

DY

CO

TT

Page 64: Techne 2013

ILA

NA

SIM

HO

N

Page 65: Techne 2013

RICH

ARD

VA

NC

UREN

Page 66: Techne 2013

VIG

NES

HW

AR

KA

ILA

SAM

Page 67: Techne 2013

HO

AN

G-V

Y BU

I

Page 68: Techne 2013

PHIL

IP G

USM

AN

O

Page 69: Techne 2013

QU

INN

WH

ITTAK

ER

Page 70: Techne 2013

SARA

H W

EISH

AU

PT

Page 71: Techne 2013

PAU

L KIM

Page 72: Techne 2013

AN

DRE

W D

ELLE

BOV

I

Page 73: Techne 2013

BYRO

N N

ICH

OLA

S

Page 74: Techne 2013

MA

RCU

S RO

YES

Page 75: Techne 2013

MA

YA

SHERM

ER

Page 76: Techne 2013

LAN

CE

LOW

ELL

Page 77: Techne 2013

6/246/226/216/206/196/186/176/15

6/146/136/126/116/106/96/76/66/56/46/36/26/1

5/13 5/14

6/23

5/105/95/85/75/65/55/4

6/16

6/8

5/1

4/54/44/34/24/1

3/33/23/1

5/12

7/317/307/29

7/287/277/267/15

5/2

7/19 7/20 7/21 7/22 7/23 7/24 7/25

5/3

7/117/107/97/87/77/67/57/4

7/16 7/17 7/18

5/11

8/248/238/228/21

7/147/137/12

7/32

8/188/178/168/15

8/14

7/37/2

8/25

8/118/108/98/88/78/6

8/19

8/28/1

9/139/129/11

8/20

8/13

7/1

9/79/69/59/49/3

8/58/48/3

9/109/99/89/29/1

10/510/410/310/210/1

11/1

8/12

VARIATIONS OF INCOMPLETE OPEN CUBES

6/246/226/216/206/196/186/176/15

6/146/136/126/116/106/96/76/66/56/46/36/26/1

5/13

6/23

5/105/95/85/75/65/55/4

6/16

6/8

5/1

4/54/44/34/24/1

3/33/23/1

5/12

7/317/307/29

7/287/277/267/15

5/2

7/19 7/20 7/21 7/22 7/23 7/24 7/25

5/3

7/117/107/97/87/77/67/57/4

7/16 7/17 7/18

5/11

8/248/238/228/21

7/147/137/12

7/32

8/188/178/168/15

8/14

7/37/2

8/25

8/118/108/98/88/78/6

8/19

8/28/1

9/139/129/11

8/20

8/13

7/1

9/79/69/59/49/3

8/58/48/3

9/109/99/89/29/1

10/510/410/310/210/1

11/1

8/12

VARIATIONS OF INCOMPLETE OPEN CUBESvisible cube

5/14

VARIATIONS OF INCOMPLETE OPEN CUBESsymmetrical organization

6/246/226/216/206/196/186/176/15

6/146/136/126/116/106/96/76/66/56/46/36/26/1

5/13

6/23

5/105/95/85/75/65/55/4

6/16

6/8

5/1

4/54/44/34/24/1

3/33/23/1

5/12

7/317/307/29

7/287/277/267/15

5/2

7/19 7/20 7/21 7/22 7/23 7/24 7/25

5/3

7/117/107/97/87/77/67/57/4

7/16 7/17 7/18

5/11

8/248/238/228/21

7/147/137/12

7/32

8/188/178/168/15

7/37/2

8/25

8/118/108/98/88/78/6

8/19

8/28/1

9/139/129/11

8/20

8/13

7/1

9/79/69/59/49/3

8/58/48/3

9/109/99/89/29/1

8/14

10/510/410/310/210/1

11/1

8/12

if piece has line of symmetry, it will have no mirror image.only asymmetrical pieces have mirror images.

VARIATIONS OF INCOMPLETE OPEN CUBESgenerational addition

6/246/226/216/206/196/186/176/15

6/146/136/126/116/106/96/76/66/56/46/36/26/1

5/13

6/23

5/105/95/85/75/65/55/4

6/16

6/8

5/1

4/54/44/34/24/1

3/33/23/1

5/12

7/317/307/29

7/287/277/267/15

5/2

7/19 7/20 7/21 7/22 7/23 7/24 7/25

5/3

7/117/107/97/87/77/67/57/4

7/16 7/17 7/18

5/11

8/248/238/228/21

7/147/137/12

7/32

8/188/178/168/15

7/37/2

8/25

8/118/108/98/88/78/6

8/19

8/28/1

9/139/129/11

8/20

8/13

7/1

9/79/69/59/49/3

8/58/48/3

9/109/99/89/29/1

8/14

10/510/410/310/210/1

11/1

8/12

6/246/226/216/206/196/186/176/15

6/146/136/126/116/106/96/76/66/56/46/36/26/1

5/13

6/23

5/105/95/85/75/65/55/4

6/16

6/8

5/1

4/54/44/34/24/1

3/33/23/1

5/12

7/317/307/29

7/287/277/267/15

5/2

7/19 7/20 7/21 7/22 7/23 7/24 7/25

5/3

7/117/107/97/87/77/67/57/4

7/16 7/17 7/18

5/11

8/248/238/228/21

7/147/137/12

7/32

8/188/178/168/15

8/14

7/37/2

8/25

8/118/108/98/88/78/6

8/19

8/28/1

9/139/129/11

8/20

8/13

7/1

9/79/69/59/49/3

8/58/48/3

9/109/99/89/29/1

10/510/410/310/210/1

11/1

8/12

VARIATIONS OF INCOMPLETE OPEN CUBESvisible cube

5/14

VARIATIONS OF INCOMPLETE OPEN CUBESline as vector

vector onevector twovector three

6/246/226/216/206/196/186/176/15

6/146/136/126/116/106/96/76/66/56/46/36/26/1

5/13

6/23

5/105/95/85/75/65/55/4

6/16

6/8

5/1

4/54/44/34/24/1

3/33/23/1

5/12

7/317/307/29

7/287/277/267/15

5/2

7/19 7/20 7/21 7/22 7/23 7/24 7/25

5/3

7/117/107/97/87/77/67/57/4

7/16 7/17 7/18

5/11

8/248/238/228/21

7/147/137/12

7/32

8/188/178/168/15

8/14

7/37/2

8/25

8/118/108/98/88/78/6

8/19

8/28/1

9/139/129/11

8/20

8/13

7/1

9/79/69/59/49/3

8/58/48/3

9/109/99/89/29/1

10/510/410/310/210/1

11/1

8/12

5/14

VARIATIONS OF INCOMPLETE OPEN CUBESedge + shaded space

6/246/226/216/206/196/186/176/15

6/146/136/126/116/106/96/76/66/56/46/36/26/1

5/13

6/23

5/105/95/85/75/65/55/4

6/16

6/8

5/1

4/54/44/34/24/1

3/33/23/1

5/12

7/317/307/29

7/287/277/267/15

5/2

7/19 7/20 7/21 7/22 7/23 7/24 7/25

5/3

7/117/107/97/87/77/67/57/4

7/16 7/17 7/18

5/11

8/248/238/228/21

7/147/137/12

7/32

8/188/178/168/15

7/37/2

8/25

8/118/108/98/88/78/6

8/19

8/28/1

9/139/129/11

8/20

8/13

7/1

9/79/69/59/49/3

8/58/48/3

9/109/99/89/29/1

8/14

10/510/410/310/210/1

11/1

8/12

Planes are created by shading from edge to edgem creating a strict reading of spatial enclosure related directly to the drawing’s geometry.

VARIATIONS OF INCOMPLETE OPEN CUBESsurface

6/246/226/216/206/196/186/176/15

6/146/136/126/116/106/96/76/66/56/46/36/26/1

5/13

6/23

5/105/95/85/75/65/55/4

6/16

6/8

5/1

4/54/44/34/24/1

3/33/23/1

5/12

7/317/307/29

7/287/277/267/15

5/2

7/19 7/20 7/21 7/22 7/23 7/24 7/25

5/3

7/117/107/97/87/77/67/57/4

7/16 7/17 7/18

5/11

8/248/238/228/21

7/147/137/12

7/32

8/188/178/168/15

7/37/2

8/25

8/118/108/98/88/78/6

8/19

8/28/1

9/139/129/11

8/20

8/13

7/1

9/79/69/59/49/3

8/58/48/3

9/109/99/89/29/1

8/14

10/510/410/310/210/1

11/1

8/12

Surfaces are introduced when three edges enclose a plane.Understanding of surface exposes objectivity of variations with more members.VARIATIONS OF INCOMPLETE OPEN CUBESresultant space

6/246/226/216/206/196/186/176/15

6/146/136/126/116/106/96/76/66/56/46/36/26/1

5/13

6/23

5/105/95/85/75/65/55/4

6/16

6/8

5/1

4/54/44/34/24/1

3/33/23/1

5/12

7/317/307/29

7/287/277/267/15

5/2

7/19 7/20 7/21 7/22 7/23 7/24 7/25

5/3

7/117/107/97/87/77/67/57/4

7/16 7/17 7/18

5/11

8/248/238/228/21

7/147/137/12

7/32

8/188/178/168/15

7/37/2

8/25

8/118/108/98/88/78/6

8/19

8/28/1

9/139/129/11

8/20

8/13

7/1

9/79/69/59/49/3

8/58/48/3

9/109/99/89/29/1

8/14

10/510/410/310/210/1

11/1

8/12

The resultant shape of the drawing’s geometry is exposed, representing the space it occupies.

VARIATIONS OF INCOMPLETE OPEN CUBESspace/object

6/246/226/216/206/196/186/176/15

6/146/136/126/116/106/96/76/66/56/46/36/26/1

5/13

6/23

5/105/95/85/75/65/55/4

6/16

6/8

5/1

4/54/44/34/24/1

3/33/23/1

5/12

7/317/307/29

7/287/277/267/15

5/2

7/19 7/20 7/21 7/22 7/23 7/24 7/25

5/3

7/117/107/97/87/77/67/57/4

7/16 7/17 7/18

5/11

8/248/238/228/21

7/147/137/12

7/32

8/188/178/168/15

7/37/2

8/25

8/118/108/98/88/78/6

8/19

8/28/1

9/139/129/11

8/20

8/13

7/1

9/79/69/59/49/3

8/58/48/3

9/109/99/89/29/1

8/14

10/510/410/310/210/1

11/1

8/12

Removing the edge lines, the spatial openness of the variations with fewer parts is juxtaposed to the objectivity of variations with more members.

JOSEPH

SWERD

LIN

Page 78: Techne 2013
Page 79: Techne 2013
Page 80: Techne 2013

An ArchGSA/GPSA production

2012 - 2013