Previous in Forum: Defeat The So-Called Patent Reform Legislation   Next in Forum: PCI for BF
Close

Comments Format:






Change Mode
Close

Subscribe to Discussion:

CR4 allows you to "subscribe" to a discussion
so that you can be notified of new comments to
the discussion via email.

Close

Rating Vote:







Add Vote
4 comments
Rate Comments: Nested
Anonymous Poster

pipe conveyor

12/20/2007 7:13 PM

caluletion of pipe conveyor ,which formula of curve in line.
Reply
Interested in this topic? By joining CR4 you can "subscribe" to
this discussion and receive notification when new comments are added.
Anonymous Poster
#1

Re: pipe conveyor

12/21/2007 6:09 AM

V = R (1-cosΘ/2)

where V is the versine, R is the radius and Θ the angle of the curve.
Reply
Stirling Stan
Guru

Join Date: Nov 2006
Location: KnoxTN
Posts: 1485
Good Answers: 6
#2

Re: pipe conveyor

12/21/2007 11:13 PM

"caluletion of pipe conveyor ,which formula of curve in line.

V = R (1-cosΘ/2)

where V is the versine, R is the radius and Θ the angle of the curve."

What is a pipe conveyor and what does the formula have to do with it?

__________________
 Do Nothing Simply When a Way Can be Found to Make it Complex and Wonderful
Reply
Anonymous Poster
#3
In reply to #2

Re: pipe conveyor

12/29/2007 8:18 PM

thanks! the pipe conveyor is a tubular belt conveyor where the material closeing in it,but toward in both head and tiral pulleys the belt is opening ,i design a curve ,belt was turn in this way, so the coifences of resistanes between belt and rollers is very important,but i don"t no,what is the versine ? may be the length of curve?
Reply Off Topic (Score 5)
Stirling Stan
Guru

Join Date: Nov 2006
Location: KnoxTN
Posts: 1485
Good Answers: 6
#4
In reply to #3

Re: pipe conveyor

12/30/2007 5:32 PM

"so the coifences of resistanes between belt and rollers is very important,but i don"t no,what is the versine ?"

The versine is a trigonometric function described here:

Versine, Coversine, & Haversine Defined This should allow you to now solve the equation for the angle theta.

__________________
 Do Nothing Simply When a Way Can be Found to Make it Complex and Wonderful
Reply
Reply to Forum Thread
Have a Different Question?
4 comments

Previous in Forum: Defeat The So-Called Patent Reform Legislation   Next in Forum: PCI for BF

Advertisement

Got Something to Say?
Ask a Question
Start a Discussion

Search this Forum
New Technologies & Research:
Go

CR4 Sections
Aerospace
BioMech & BioMed
Chemical & Material Science
Civil Engineering
Communications & Electronics
Education and Engineering Careers
Electrical Engineering
General Discussion
Instrumentation
Manufacturing
Mechanical Engineering
New Technologies & Research
Software & Programming
Sustainable Engineering
Transportation

Site Directories
Forum Directory
Blog Directory
User Group Directory
RSS Feeds

CR4 Rules of Conduct
CR4 FAQ
Site Glossary

Who's Online (100 right now)
Show Members
Advertisement