Recent content by pigna
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Potential flows and Helmholtz decomposition
Ok l have posted two time the same images... sorry... as you can see confusion and no conclusions. Probably when i say that I ' m not sure if an integral goes or not to zero it actually goes because in different case I don't even use the hypothesis of irrotational flows. And as you can see I'm...- pigna
- Post #6
- Forum: Mechanical Engineering
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Potential flows and Helmholtz decomposition
It is exactly what I'm not able to do. I have tried to do that or to rewrite the curl term as a gradient but I haven't reached any result... do you know some book or internet content that address this issue in a comprehesible way?- pigna
- Post #3
- Forum: Mechanical Engineering
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Potential flows and Helmholtz decomposition
Hi. I'm studying fluid dynamics and in particular potential flows. I know that for an irrotational flow the velocity field is a conservative field and it can be rapresented by the gradient of a scalar field v=-∇Φ. In this case the explicit form of Φ is something like a line integral between a...- pigna
- Thread
- Decomposition Helmholtz Potential
- Replies: 5
- Forum: Mechanical Engineering
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Undergrad Winding number for a point that lies over a closed curve
thanks for the replies... looks at the pdf in which I clarify what I'm interested in...- pigna
- Post #4
- Forum: Differential Geometry
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Undergrad Winding number for a point that lies over a closed curve
The definitions of the winding number, that I have found, do not consider the case in which the point lies over the curve. Is there the winding number undefined ? I'm interested in this issue because I'm writing an algorihm for polygon offsetting that as first step creates a row offset polygon (...- pigna
- Thread
- Closed Curve Point Winding
- Replies: 4
- Forum: Differential Geometry
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Why does the formula for calculating fin surface area differ in different cases?
They are Not included because those sides are Not suppose to Loss any heat. Normaly The heat losses for a fin are espressed per unit length. If you consider a finite fin on the directIon w you got to do some aproximations to use The same relations you Will use for an infinite fin. U also have to...- pigna
- Post #4
- Forum: Mechanical Engineering
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Why does the formula for calculating fin surface area differ in different cases?
When you Say fin you Mean something that is Not finite along w director. This allow You to considerazione The problem as mono dimensional.- pigna
- Post #2
- Forum: Mechanical Engineering
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Helmotz decomposition definitions.
I'm sorry the upload of the image have made its quality Dim. Now I'm using a Phone and is difficult for me to write code lines. I try to upload a pdf version of the pic. Forgive me for the unproper Way I'm posting. The quality should be better.- pigna
- Post #3
- Forum: General Engineering
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How to determine characteristic length?
The biot number characteristic length is volume/(eternl surface). For convention problems the characteristic lengths are in according to the correlation u are using. Normaly They are the Most intuitive ones. I suggest you to look for the incropera textbook. U can find the pdf version easily...- pigna
- Post #3
- Forum: Mechanical Engineering
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Helmotz decomposition definitions.
I' m studing the hodge helmotz decomposition of a flow Field, and i have Found different definitions. I'm Not sure to have assigned the rigth meaning to the terms of the decomposition. Look At The picture( i don't write here cose there are several equations).- pigna
- Thread
- Decomposition Definitions
- Replies: 2
- Forum: General Engineering
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Graduate Thermodynamic definition of volume
I'm studynig thermodymamics using the textbook 'Thermodynamics foundations and applications' (Beretta and Gyftopopulos). The definition of a system according to the authors consist in the specification of : -the costituents of the system ( atoms or molecules or prottons neutrons ... in...- pigna
- Thread
- Definition Thermodynamic Volume
- Replies: 1
- Forum: Thermodynamics