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problem of sizing trees

  • Thread starter Thread starter Ing94
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Ing94

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Sorry guys I can't do a problem (five mechanical expert).
Is there anyone willing to help me solve it?? Thank you very much in advance
 
Sorry guys I can't do a problem (five mechanical expert).
Is there anyone willing to help me solve it?? Thank you very much in advance
- to read the rules.
-present yourself.
-expose the problem so that it is understandable to all, even using sketches, patterns etc...

n.b. if you want to have more chances of finding someone to help you, describe how you plan to deal with the problem, where you can solve and where you are in trouble.
Usually questions like "does me exercise?" do not get answers.

Bye.
 
- to read the rules.
-present yourself.
-expose the problem so that it is understandable to all, even using sketches, patterns etc...

n.b. if you want to have more chances of finding someone to help you, describe how you plan to deal with the problem, where you can solve and where you are in trouble.
Usually questions like "does me exercise?" do not get answers.

Bye.
I repeat the new proposal/ initiative launched by exatem.

from now on we will not respond with "resolving answers" but with further "intelligent questions" that make the student reason.

for more details:http://it.wikipedia.org/wiki/metodo_socratico
 
si
:smile:
I have attached the drawing given me by the school. It's a vertical milling head, and I need to check the two shafts and the two bearings.

data:
spindle power= 0.5kw
yield = 0,95
spindle rotation speed= 350 rpm
toothed wheel module= 2mm

the problem that when I go to check the trees and I design my usual beam as a sketch I can't see where the f force that I need to solve is. I do not ask to solve it but simply a council from more experienced people of me, even because I can solve it but I can not see the force in newton where it is located.

Thank you very much to all.
 

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Let's start with the first "response/demand".

Do you have any idea how the object you posted works?
if you try to describe it (you will see that while you do it you will get yourself some clarifications...or even the answer)
 
Let's start with the first "response/demand".

Do you have any idea how the object you posted works?
if you try to describe it (you will see that while you do it you will get yourself some clarifications...or even the answer)
being a spindle obviously turns. you will put the tool that will then work the piece. inside I noticed 2 conical toothed wheels that gear.
 
being a spindle obviously turns. you will put the tool that will then work the piece. inside I noticed 2 conical toothed wheels that gear.
thanks to the loop! :tongue::
Of course the spindle turns... a bit like saying that the wheel rolls!

try to get down even more in detail.
however well for the geared wheels!

suppose to start from the application, that is the milling that turns: now describe the bike until you reach the horizontal shaft.


I apologize if I answer you with questions but it is a new method that we think we adopt in the forum (especially for students :biggrin:): make reason instead of providing the answers immediately.
 
I can't see where the f force I need to solve.
all forces go halfway through the dense band.
in the case of cylindrical wheels you only have tangential and radial forces; in the case of conical wheels you have tangential, radial and axial components.
 
all forces go halfway through the dense band.
in the case of cylindrical wheels you only have tangential and radial forces; in the case of conical wheels you have tangential, radial and axial components.
You should not have answered:tongue:. He was coming.
 
thanks to the loop! :tongue::
Of course the spindle turns... a bit like saying that the wheel rolls!

try to get down even more in detail.
however well for the geared wheels!

suppose to start from the application, that is the milling that turns: now describe the bike until you reach the horizontal shaft.


I apologize if I answer you with questions but it is a new method that we think we adopt in the forum (especially for students :biggrin:): make reason instead of providing the answers immediately.
I didn't expect all these questions.
I'm telling you, because I looked at it, but I couldn't figure out where the force was. However I think that there is a motor that rotates the horizontal shaft and that consequently through the gearing of the two wheels dense rough conical also the vertical shaft (however I am not graduated I still have to do fifth being of 94).
 
I didn't expect all these questions.
I'm telling you, because I looked at it, but I couldn't figure out where the force was. However I think that there is a motor that rotates the horizontal shaft and that consequently through the gearing of the two wheels dense rough conical even the vertical shaft. . .
Come on, come on.

The questions are for you to reason and bring yourself to the answer.
 
Of course. . .
If not how do you exchange the time to pass on?
Besides, in addition to tangential forces, you will also have radials (see pressure angle) and axial (if the gear is helical)
 
Of course. . .
If not how do you exchange the time to pass on?
Besides, in addition to tangential forces, you will also have radials (see pressure angle) and axial (if the gear is helical)
no gear is not helical is simply conical to straight teeth.
thank you so much for helping everyone and for making me understand without giving me the answer immediately!!! great nice forum compliments for other doubts I will ask you:d :smile:
 
suppose to start from the application, that is the milling that turns: now describe the bike until you reach the horizontal shaft.
I would do exactly the opposite: that is the horizontal shaft that turns and transmits power to the spindle.
as he knows the power that must come out (and the performance) the power (and therefore the strength) that enters and from there proceeds to cascade.
is much more linear.
At least in my opinion.
 
no gear is not helical is simply conical to straight teeth.
thank you so much for helping everyone and for making me understand without giving me the answer immediately!!! great nice forum compliments for other doubts I will ask you:d :smile:
Yes, but you have the same radial, tangential and axial forces.
Don't get confused by that "right-headed" you wrote.

You tell me what you're doing with such a problem at school locked up and graduation?
 

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