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a[mm]/l - Memorial University of Newfoundland DAI

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the acceleml~on by about 40% I" the case <strong>of</strong> somply-supported and lncrravd about 30%<br />

~n the case <strong>of</strong> fired support. In addltion. as the rlul remforcemcnr ntlo ~ncre;csd by<br />

about 0 5%. the aeeelenttan lncread by about 10%.<br />

The cntlcal vcloc8ty <strong>of</strong> pcrfonr~on aceord~ng to CEB (1988) were very close lo<br />

the test re~ults for hlgh-strenpth ConerCle plates. both tn the case <strong>of</strong> fired and nmply-<br />

supported However. br normal-strength concrete. the cnucal velmlaer were different.<br />

Under fired condlnon, the ten results <strong>of</strong> normal-strength concrete plam were much<br />

hlgher by about 308 than the code predicttan. On [he other hand. for ~nmply-supported<br />

plses. the test mulls were rl~ghtlv lower by about 4% than the CEB (19881 predict8an.<br />

In concluaon. the predietxon <strong>of</strong> cntlcal vcloctty bared on the CEB 11988) Equvtlon (5.9)<br />

8s adequate md ern bs used to erttrnate the cnt~cal vclaclty <strong>of</strong> hlgh-strength concrete<br />

plates rublecred lo tmpact loading accurately.<br />

5.6. Fracture Mechanics Analysis <strong>of</strong> Impact Load<br />

The strength <strong>of</strong> mtcnals depends on how rapndly the stress a applncd Thus. the rare <strong>of</strong><br />

lodlng effect 13 crtrrmcly Impman,. smec It sets a lhmtr on the allowable slresrcs ~n<br />

structures based on the expled ttme under load. One <strong>of</strong> the mntn objective Is to use<br />

fncture mcchantcr to pmvlde a more detvtled estamatc <strong>of</strong> the nte <strong>of</strong> loading effects on<br />

the behanor <strong>of</strong> the concrete plats under Impact.<br />

The fmture mshanlcs appmach to the nte <strong>of</strong> loading effect I" bnttle matmrlr 8s<br />

bawd on he classical Griffith (1925) theory. The fracture 1% governed by equatnon:

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