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Building Design and Construction Handbook - Merritt - Ventech!

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STRUCTURAL THEORY 5.183<br />

0.3S DSI pW p � F p � 1.6S DSI pW p<br />

where F p � Seismic design force centered at the component’s center of gravity <strong>and</strong><br />

distributed relative to component’s mass distribution<br />

S DS � <strong>Design</strong> spectral response acceleration at short period<br />

� p � Component amplification factor that varies from 1.00 to 2.50 (select<br />

appropriate value from Tables 5.19 <strong>and</strong> 5.20)<br />

I p � Component importance factor that is 1.5 for life safety component <strong>and</strong><br />

1.0 for all other components<br />

W p � Component operating weight<br />

R p � Component response modification factor that varies from 1.0 to 5.0<br />

(select appropriate value from Tables 5.19 <strong>and</strong> 5.20)<br />

z � Height in structure at point of attachment of component. For items at<br />

or below the base, z shall be taken as 0.<br />

h � Average roof height of structure relative to the base elevation.<br />

The force F p shall be applied independently longitudinally <strong>and</strong> laterally in combination<br />

with service loads associated with the component. Component earthquake<br />

effects shall be determined for combined horizontal <strong>and</strong> vertical load effects as Q E<br />

in E. The redundancy based reliability coefficient, p, is permitted to be taken as<br />

equal to 1.<br />

(J. M. Biggs, ‘‘Introduction to Structural Dynamics,’’ <strong>and</strong> R. Clough <strong>and</strong> J. Penzien,<br />

‘‘Dynamics of Structures,’’ McGraw-Hill Publishing Company, New York; E.<br />

Rosenblueth, ‘‘<strong>Design</strong> of Earthquake-Resistant Structures,’’ Halsted/Wiley, Somerset,<br />

N.J.; N. M. Newmark <strong>and</strong> E. Rosenblueth, ‘‘Fundamentals of Earthquake<br />

Engineering,’’ Prentice-Hall, Englewood Cliffs, N.J.; S. Okamoto, ‘‘Introduction to<br />

Earthquake Engineering,’’ John Wiley & Sons, Inc., New York, International <strong>Building</strong><br />

Code 2000)<br />

5.20 FLOOR VIBRATIONS<br />

Excessive vibration can be characterized as too large for sensitive equipment or too<br />

large for occupant comfort. Determining these permissible levels is an entire research<br />

area in itself; however, some of the more widely accepted levels are discussed<br />

in following paragraphs. These levels are expressed by researchers in terms<br />

of either acceleration, velocity, or displacement amplitudes <strong>and</strong> are often frequencydependent.<br />

There is no consensus as to the most relevant measure for describing<br />

acceptable levels.<br />

Comfort of the occupants is a function of human perception. This perception is<br />

affected by factors including the task or activity of the perceiver, the remoteness<br />

of the source, <strong>and</strong> the movement of other objects in the surroundings. A person is<br />

distracted by acceleration levels as small as 0.5% g. Multiple-use occupancies must<br />

therefore be carefully considered.<br />

Webster <strong>and</strong> Vaicitis describe a facility that has both dining <strong>and</strong> dancing in a<br />

large open area. The floor was noted to have a first natural frequency of 2.4 Hz,<br />

which is in resonance with the beat of many popular dance song. This resonance<br />

response produced maximum acceleration <strong>and</strong> displacement levels of 7% g <strong>and</strong><br />

0.13 in, respectively. Such levels actually caused sloshing waves in drinks <strong>and</strong><br />

noticeable bouncing of the ch<strong>and</strong>eliers. The occupants found these levels to be quite<br />

objectionable.

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