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000 nam k
001 2210080037325
005 20140627120753
007 ta
008 880225s1979 bnka m FB 000a kor
040 a221008
041 akorbeng
056 a531.4524
100 a유홍열
245 00 a1방향슬래브와 2방향 슬래브의 最適設計에 관한 硏究 /d柳泓烈 著
260 a부산:b東亞大學交 大學院,c1979
300 a54 p.:b삽도;c26 cm.
502 a학위논문(석사)--b동아대학교 대학원:c토목공학전공,d1980년 1월
520 b영문초록 : The Study is to carry out proporting of singly reinforced concrete slabs of one way slabs and two way slabs basedon both working stressed design theory and theory of Ultimate stressed design for the minimum cost design. Cost objective fuction for minimizing the construction cost is obtained by considering the cost of steel, concrete and forming. And the design constraints used are the flexural moment, the underreinforced steel ratio, minimum depth, minimum stoel deflection, and two way slabs used are sort span direction and long span direction, respectively Since some of design constraints are constituted non-linear programming problems. they are transformed into the set of successive linear programming problems using the Taylor series expansion and solved by using computer. By the numerical example, the optimum proprtioning of reinforced concrete slabs, economics beteween WSD and USD, conventional design and optimum design is studied.
650 a토목공학
856 adonga.dcollection.netuhttp://donga.dcollection.net/jsp/common/DcLoOrgPer.jsp?sItemId=000002141602
950 aFB
950 a비매품b₩3000c(추정가)
1방향슬래브와 2방향 슬래브의 最適設計에 관한 硏究
종류
학위논문 동서
서명
1방향슬래브와 2방향 슬래브의 最適設計에 관한 硏究
저자명
발행사항
형태사항
54 p: 삽도; 26 cm.
학위논문주기
학위논문(석사)-- 동아대학교 대학원: 토목공학전공, 1980년 1월
주기사항
영문초록 : The Study is to carry out proporting of singly reinforced concrete slabs of one way slabs and two way slabs basedon both working stressed design theory and theory of Ultimate stressed design for the minimum cost design. Cost objective fuction for minimizing the construction cost is obtained by considering the cost of steel, concrete and forming. And the design constraints used are the flexural moment, the underreinforced steel ratio, minimum depth, minimum stoel deflection, and two way slabs used are sort span direction and long span direction, respectively Since some of design constraints are constituted non-linear programming problems. they are transformed into the set of successive linear programming problems using the Taylor series expansion and solved by using computer. By the numerical example, the optimum proprtioning of reinforced concrete slabs, economics beteween WSD and USD, conventional design and optimum design is studied.
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