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modeling semi-ridgid connections
what is the best way to model a semi-rigid connection with an fe program. most of the ones i've used don't have this as an option. we are looking at the sway in a frame that has been lateraly loaded. any suggestions? thanks.
find a job or post a job opening
not all packages can do this, even if your is capable then you may need to enter it as a spring constant in yours.
is it possible to set the connections as rigid and modify the modulus of the end portion of the member. say for a
the program i use allows for a rotational spring.
daveatkins
i am not sure if our program allows for a rotational spring or not, but even if yours does you will need to test the connection to get the moment-rotation curve.
we do a lot of type ii with wind connection buildings (now called fmc connections). i model it as rigid connections and multiply the drift by 1.5 to 2. i got this number from a paper i read on the subject. if you would like the reference, let me know and i will dig it up.

2009-09-10, 02:34 PM	#1
huangyhg 超级版主注册日期: 04-03 帖子: 18592 精华: 36 现金: 249466 标准币资产: 1080358888 标准币	modeling semi-ridgid connections modeling semi-ridgid connections what is the best way to model a semi-rigid connection with an fe program. most of the ones i've used don't have this as an option. we are looking at the sway in a frame that has been lateraly loaded. any suggestions? thanks. find a job or post a job opening not all packages can do this, even if your is capable then you may need to enter it as a spring constant in yours. is it possible to set the connections as rigid and modify the modulus of the end portion of the member. say for a the program i use allows for a rotational spring. daveatkins i am not sure if our program allows for a rotational spring or not, but even if yours does you will need to test the connection to get the moment-rotation curve. we do a lot of type ii with wind connection buildings (now called fmc connections). i model it as rigid connections and multiply the drift by 1.5 to 2. i got this number from a paper i read on the subject. if you would like the reference, let me know and i will dig it up. __________________ 借用达朗贝尔的名言：前进吧，你会得到信心! [url="http://www.dimcax.com"]几何尺寸与公差标准[/url]