| Author |
Message |
Alexander Heide
Guest
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 Posted:
Thu Feb 26, 2004 11:13 pm Post subject:
Intersection of two planes in VB. Planes created by reading |
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Hello people!!!
Perhaps someone could help me for a problem.
I read several levels in those in the CAD the walls of an area to
explain. Now those are indeed levels in the mathematical sense, D.h.
characterized by one point and the normal vector. That means also,
that
the levels in their extent are infinite. Over now to get I would write
the corners gladly sub also from the
parameters (first) of the 3 levels the coordinates of the intersection
computed. After my understanding it must be a function, because the
result must be spent to another sub with which I then the
correct walls platziere.
White someone as goes?
Coordinates of one point of the respective level as well as their
normal vector are present in a data base.
How such does a code in VB look 6? Which mathematical proceeding does
one select with the computation? Parameter form, Normal form of the
level (second will itself believes here I to
offer).
I would be very very grateful in any case.
Greetings
Alexander Heide
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Cleanbean
Guest
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| Posted:
Tue Mar 02, 2004 5:49 am Post subject:
Re: Intersection of two planes in VB. Planes created by read |
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What did he say?
Cleanbean
"Alexander Heide" <AHeide@yandex.ru> wrote in message
news:29fbeeec.0402261013.6609518f@posting.google.com...
| Quote: | Hello people!!!
Perhaps someone could help me for a problem.
I read several levels in those in the CAD the walls of an area to
explain. Now those are indeed levels in the mathematical sense, D.h.
characterized by one point and the normal vector. That means also,
that
the levels in their extent are infinite. Over now to get I would write
the corners gladly sub also from the
parameters (first) of the 3 levels the coordinates of the intersection
computed. After my understanding it must be a function, because the
result must be spent to another sub with which I then the
correct walls platziere.
White someone as goes?
Coordinates of one point of the respective level as well as their
normal vector are present in a data base.
How such does a code in VB look 6? Which mathematical proceeding does
one select with the computation? Parameter form, Normal form of the
level (second will itself believes here I to
offer).
I would be very very grateful in any case.
Greetings
Alexander Heide |
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| Back to top |
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Dennis
Guest
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| Posted:
Tue Mar 02, 2004 6:59 am Post subject:
Re: Intersection of two planes in VB. Planes created by read |
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In article <29fbeeec.0402261013.6609518f@posting.google.com>, AHeide@yandex.ru
says...
| Quote: |
Hello people!!!
Perhaps someone could help me for a problem.
I read several levels in those in the CAD the walls of an area to
explain. Now those are indeed levels in the mathematical sense, D.h.
characterized by one point and the normal vector. That means also,
that
the levels in their extent are infinite. Over now to get I would write
the corners gladly sub also from the
parameters (first) of the 3 levels the coordinates of the intersection
computed. After my understanding it must be a function, because the
result must be spent to another sub with which I then the
correct walls platziere.
White someone as goes?
Coordinates of one point of the respective level as well as their
normal vector are present in a data base.
How such does a code in VB look 6? Which mathematical proceeding does
one select with the computation? Parameter form, Normal form of the
level (second will itself believes here I to
offer).
I would be very very grateful in any case.
Greetings
Alexander Heide
|
Greetings Alexander!
May ask what planet you are from? Or
maybe you are a mental hospital escapee. In
either case. you are welcome here!
Dennis
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Chris Zakrewsky
Guest
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| Posted:
Tue Mar 02, 2004 2:07 pm Post subject:
Re: Intersection of two planes in VB. Planes created by read |
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| Quote: | maybe you are a mental hospital escapee.
|
No need to be rude.
Ever heard about translators? Babelfish anyone?
The original text was most likely written in German (sort of) and translated word-by-word
to English by some "state-of-the-art" software.
Now, without overstraining of our collective IQ, anyone can easily see that the guy has a
database where each of planar surfaces is represented by a single point and a surface normal
vector (quite common).
He wants to compute intersections in Visual Basic and ask whether there are suitable
subroutines.
He cross-posted his question to MicroStation groups as well, indirectly indicating that he
have access to this CAD software.
My answer is that in Microstation Basic-interface is not very well suited to computational
tasks, and the better choice is using MicroStation MDL where mdlVect_ family of functions
is sufficient to solve his problem.
--
Best regards / Med bästa hälsningar,
/Chris Z.
"Dennis" <Howdy Doody@howdydoody.net> wrote in message news:1047qjvjnrnn022@corp.supernews.com...
| Quote: | In article <29fbeeec.0402261013.6609518f@posting.google.com>, AHeide@yandex.ru
says...
Hello people!!!
Perhaps someone could help me for a problem.
I read several levels in those in the CAD the walls of an area to
explain. Now those are indeed levels in the mathematical sense, D.h.
characterized by one point and the normal vector. That means also,
that
the levels in their extent are infinite. Over now to get I would write
the corners gladly sub also from the
parameters (first) of the 3 levels the coordinates of the intersection
computed. After my understanding it must be a function, because the
result must be spent to another sub with which I then the
correct walls platziere.
White someone as goes?
Coordinates of one point of the respective level as well as their
normal vector are present in a data base.
How such does a code in VB look 6? Which mathematical proceeding does
one select with the computation? Parameter form, Normal form of the
level (second will itself believes here I to
offer).
I would be very very grateful in any case.
Greetings
Alexander Heide
Greetings Alexander!
May ask what planet you are from? Or
maybe you are a mental hospital escapee. In
either case. you are welcome here!
Dennis
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