____________________________________________________

ARCH5023/ARCH4343 - ARCHITECTURAL STRUCTURES II

CONCRETE STRUCTURES
THE UNIVERSITY OF OKLAHOMA - COLLEGE OF ARCHITECTURE
____________________________________________________


CONCRETE DESIGN

Concrete:
=======
	high in compression
	low in tension
	(tensile strength of concrete will be
	neglected in calculations)

Steel Reinforcement:
================
	resists all tension
	place steel where 
	bending occurs
	(gravity loaded beam - bottom typically)

Design Methods:
============
	Concrete Design is based on
	empirically derived equations!

	Working Stress Design
	= Elastic Design
	= Alternate Design
		ACI Code 1963 last used
		Application of the working stress method
		consists of designing members to WORK in an
		adequate manner 
		(without exceeding established stress limits)
		under actual service load conditions
		outdated -
		assumes that concrete behaves (cracks)
		like a linear-elastic material

	Strength Design
		The basic procedure in strength design is to
		design members to FAIL
		Thus the ultimate strength of the member
		at failure (called its design strength)
		is the only resistance considered
		used under current ACI code

Safety Factors:
===========
	Working Stress
		safety in working stress method
		is provided by limiting stresses

	Strength Design
		safety in strength design is provided
		by factoring design loads
		(called required strength U)
		that is greater than the service load
		U = 1.4 D + 1.7 L
		U = required strength
		D = design load effect
		L = Live Load effect

Strength Reduction Factor (phi /0)
==========================
	An additional margin of safety is
	provided by the stress reduction factor (phi /0)

/0 = 0.90	for flexure
		axial tension
		and combinations of flexure and tension

/0 = 0.75	for columns with spirals

/0 = 0.70	for columns with ties

/0 = 0.85	for shear and torsion

/0 = 0.70	for compressive bearing

/0 = 0.65	for flexure in plain concrete
		(not reinforced)
		
Types of Beams:
============
	simple beam
		rests on a support on each end
		the ends of the beam being free to rotate
		----------------------
		x		x
	cantilever beam
		is supported at one end only
		---------------------
		x
	overhanging beam
		is a beam whose end or ends project
		beyond its supports
		------------------------
		       x                x
	continuous beam
		rests on more than two supports
		----------------------
		x 	x	x
	restrained beam
		has one or both ends restrained
		or fixed against rotation
		x--------------------x


CONCRETE

Texas Industries

Concrete History


ASSOCIATIONS

Concrete Reinforcing Steel Institute

PCI Precast Concrete Institute




Other Related Courses

Ready Mix







LECTURES

To Home Page

Timetable



Prof. Dr. Hermann Gruenwald
(mail comments to: HGRUENWALD@ou.edu)
College of Architecture
The University of Oklahoma
©Dr. Gruenwald 1996, 1997