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S2013abn Load Tracing 1 Lecture 14 Architectural Structures ARCH 331

fourteen

system assemblies

& load tracing

lecture

reed.tamu.edu

A

RCHITECTURAL

S

TRUCTURES

:

F

ORM,

B

EHAVIOR, AND

D

ESIGN

A

RCH 331

HÜDAVERDİ TOZAN

(2)

Structural Loads

• gravity acts on mass (F=m*g)

• force of mass

– acts at a point

• ie. joist on beam

– acts along a “line”

• ie. floor on a beam

– acts over an area

• ie. people, books,

(3)

S2013abn Load Tracing 3 Lecture 14 Architectural Structures ARCH 331

Concentrated Loads

(4)
(5)

S2013abn Load Tracing 5

Lecture 14

Architectural Structures ARCH 331

Equivalent Force Systems

• replace forces by resultant

• place resultant where M = 0

• using calculus and area centroids

dx

w(x)

x

L

loading

loading

L

0

wdx

dA

A

W

dx

y

x

el

x

(6)

Area Centroids

• Table 7.1 – pg. 242

b h

3

b

(7)

S2013abn Load Tracing 7

Lecture 14

Architectural Structures ARCH 331

Equivalent Load Areas

• area is width x “height” of load

• w is load per unit length

• W is total load

x

x/2

W

x/2

x

2x/3

W/2

x/3

x

x/2

W

x/6 x/3

W/2

0

W

x

w

w

w

2

2

W

x

w

w

2w

(8)

Distributed Area Loads

• w is also load per unit area

(9)

S2013abn Load Tracing 9 Lecture 14 Architectural Structures ARCH 331

Load Tracing

• how loads are

transferred

– usually starts at top

– distributed by

supports as actions

– distributed by

(10)

Load Tracing

• areas see distributed

area load

• beams or trusses

see distributed line

loads

• “collectors” see

forces

– columns

– supports

(11)

S2013abn Load Tracing 11 Lecture 14 Architectural Structures ARCH 331

Load Tracing

tributary area

(12)

Load Tracing

• tributary load

– think of water flow

– “concentrates” load of

area into center

tributary

width

area

load

w

width

(13)

S2013abn Load Tracing 13 Lecture 14 Architectural Structures ARCH 331

Load Tracing

Patcenter

Rogers 1986

www.columbia.edu

(14)

Load Tracing

Alamillo Bridge

Calatrava 1992

(15)

S2013abn Load Tracing 15 Lecture 14 Architectural Structures ARCH 331

Load Paths

(16)

Load Paths

(17)

S2013abn Load Tracing 17 Lecture 14 Architectural Structures ARCH 331

Load Paths

(18)

Load Paths

(19)

S2013abn Load Tracing 19 Lecture 14 Architectural Structures ARCH 331

Load Paths

• deep foundations

(20)

Spans

• direction

• depth

(21)

S2013abn Load Tracing 21 Lecture 14 Architectural Structures ARCH 331

Levels

• determine span at top level

• find half way to next element

• *include self weight

• look for “collectors”

• repeat

(22)

Levels

• two:

(23)

S2013abn

Irregular Configurations

• tracing still ½ each side

Load Tracing 23 Lecture 14

Architectural Structures ARCH 331

(24)

Slabs

• edge support

(25)

S2013abn Load Tracing 25

Lecture 14

Architectural Structures ARCH 331

Girders and Transfer

• openings

– no load & no half way

• girder actions at beam supports

+

+

+

(26)

Sloped Beams

• stairs & roofs

• projected live load

• dead load over length

• perpendicular load to beam:

• equivalent distributed load:



c o s

w

w

w

w

adj

.

(27)

S2013abn

Framing Diagrams

• beam lines and “dots”

• breaks & ends

Load Tracing 27 Lecture 14

Architectural Structures ARCH 331

(28)

• purpose

– retain soil or other material

• basic parts

– wall & base

– additional parts

• counterfort

• buttress

• key

(29)

S2013abn Load Tracing 29

Lecture 14

Architectural Structures ARCH 331

Retaining Wall Types

• “gravity” wall

– usually unreinforced

– economical & simple

• cantilever retaining wall

(30)

Retaining Wall Loads

• gravity

W =

V

• fluid pressure

p =



h

P = ½ p h at h/3

• friction

F =

N

• soil bearing pressure, q

(31)

S2013abn Load Tracing 31

Lecture 14

Architectural Structures ARCH 331

Retaining Wall Equilibrium

• sliding - overcome friction?

• overturning at toe (o) - overcome mass?

o

P

R

W

1

5

2

g

overturnin

.

M

M

SF

resist

2

25

1

.

F

F

SF

sliding

resist

horizontal

F

resist

(32)

• want resultant of load from pressure inside

the middle third of base (kern)

• triangular stress block with p

max

• x = 1/3 x width of stress

• equivalent force location:

Pressure Distribution

3

2

3

x

x

p

x

W

max

a

W

x

W

p

max

2

3

2

a

x

when a is

fully stressed

(33)

S2013abn Load Tracing 33 Lecture 14 Architectural Structures ARCH 331

Wind Pressure

• distributed load

• “collected” into V

• lateral loads

must be

resisted

V

(34)

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