REG NACA-TN-1482-1947 A METHOD FOR CALCULATING THE COMPRESSIVE STRENGTH OF Z-STIFFENED PANELS THAT DEVELOP LOCAL INSTABILITY.pdf
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1、.FOR AERONAUTICS1 u N(IV IY4/TECHNICAL NOTENo. 1482 .-.-. ,A METHOD OF CALCULATING THE COMPRESSIVESTRENGTK OF Z-STIFFENED PANELSTHAT DEVELOP LOCAL INSTABILITYBy George L. Gallaher and Rolls BCALCUMTIOti OF T13EOIlRTICALELk+C,.CTICAL iOMFNESSIVX ST!KZWS, ,. . . ,dependent upon.,The”th:”(,l),. ., cr .
2、 .,12”(1.,-+l?)b2”-“ “ .“ .: “ .-:Provided by IHSNot for ResaleNo reproduction or networking permitted without license from IHS-,-,-.NACA TN Ne. lk82 . “3,.fi *MS formula t and b are the thtckness and the width,respectively, of the plate under oonsideration E is Young*sdtius; v is Poisson?sratio; an
3、d k ig a,oopfftcient”thatis detemnined ti,omthe relativa proportions of thecross section.The sam equation maybe adapted to plato assczublios.As appliedwhere the subsoript S “refersto the skin or thestiffeners. ,.With equatfoti(2) tk elastic valw ,ofacr.-.”, (2)platebetween the,mm %e aticatedfor titf
4、fened pinreference 6“f,or i, %,and C-section plate assemblies. The,use O? the secnt”mgdulusfor.%he bucklfng of plates has dso.bcenpropadhyrmd inreferehoe 7. The test data indicate that the use of, Esec in - -.equation (2 will.give values that are slifjxtlyWconseryativeabove the elastic rsnge. 14hent
5、he averk str6i8-straince wasused, the amount of UnconservakTsmwaa faund to vary from 0.2 percen$.to 10,5 percent,and to average out 6 percen,. ,t!em$.!O_ducethe scatterby,referri.eoh tostpoint to its individual.stress- .strain curve showed only a little impfiuvement.This result wasProvided by IHSNot
6、 for ResaleNo reproduction or networking permitted without license from IHS-,-,-.NACA TN No. lk82 5.probably due largely to the difficulty in obtaining a ood repre-sentati% stress+ train curve for each specimen because of thevariation in properties caused by fomning and by the use ofdifferent sheet
7、material in the skin and stiffeners.When buckling occurred,at high stresses,values of the averageh“ss at maximum load Vmx were found to be only slightly geater -than acr. These Fm valusehavebeen included in ftgurq 4 toshow the close agreement between” dcr !Cfcy,the plate IIuckkhg equation with Efiec
8、 substituted for Ecan also be used to calculate approximate values of mx in thisregion, (Thismethod has been suggested previously for H-, Z-, andC-section plate asseribliesin reference 6.)CONCLUSIONS.The following conclusions are based upon thetest results for 24E+T aluluinloy Z-stiffenedformed stif
9、feners strongly riveted *O the skin:1. The critical compressive stress for locallocal instabilitypanels havinginstabilitymaybe calculated from the plate buckling equation with the secsntmodulus substitutedfor Youngs modit.us. This fommla iskS#E=eJ#cCr =12(1 -v2)bS2where kS is the buckling stress coe
10、fficient; t snd bS arethe thiclmess end width of the skin plate, respectively; v isProvided by IHSNot for ResaleNo reproduction or networking permitted without license from IHS-,-,-6 NACA NO. 14%2PoissonSb ratio; tid Eec is the secant modulus. The resultsobtainedby the use of this fozmwla are reason
11、ably accurate withinthe elastic range but tqnd to be on the.average about 6 percentunconsorvative above the elastW rerge.2. The values ofthe avere streasat maximum loiaiiabovethree-fourths the yield stress are just slightly greater than thebuckling stresses. An approximatevalue of.the averae compres
12、sivestress at maximum load, cr2nsequly, can also %0 calculated fromthe previous formula when this stress is above three-fourthstheyield stress, ,“.-W *mrid Aeronautioal Laboratory .National AflvlsoryCommittae for AeronauticsLangley Field, Va., Aug. 5, 1947,.,.-.,.Provided by IHSNot for ResaleNo repr
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