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Participant

Join Date: Mar 2009
Posts: 3

How to calculate optimum thickness and coverage area?

03/07/2009 2:00 AM

Hello, i wanna ask is there any specific or rough ideas on how to calculate for the optimum thickness and coverage area for a given fluid for coating onto a surface, with a given viscosity?

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Anonymous Poster
#1

Re: How to calculate optimum thickness and coverage area?

03/08/2009 4:03 AM

hello, dear colleague try with calcute the weight of the specimen before and after formation of the coating

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Participant

Join Date: Mar 2009
Posts: 3
#2
In reply to #1

Re: How to calculate optimum thickness and coverage area?

03/08/2009 4:14 AM

Do you mean by measuring the wet film coating thickness (WFT, in microns) and the dry film coating thickness(DFT, in microns)? That would obtain the solid volume ratio % (SV%) by using
[(DFT/WFT)*100%].

From that, i could get the theoretical spread rate(m^2/litre) at that particular DFT by using
[(SV%/DFT)*10]

If the aboves are workable, can i subject the DFT to secondary test such as thermal and physical test?


Regards,

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Guru

Join Date: Oct 2008
Posts: 42355
Good Answers: 1693
#3

Re: How to calculate optimum thickness and coverage area?

03/09/2009 1:50 PM

Is your goal to "subject the DFT to secondary test such as thermal and physical test?"

Or, is your goal to determine how much solution to apply to a surface to meet specification thickness?

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Participant

Join Date: Mar 2009
Posts: 3
#4
In reply to #3

Re: How to calculate optimum thickness and coverage area?

03/10/2009 9:19 AM

Hi there, thanks for your reply.

My aim is to find out the theoretical coverage area that this certain amount of "coating solution" can cover. And i need to know how to find the optimum thickness for this coating solution.

Thanks!


Regards,

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Member

Join Date: May 2009
Location: Singapore
Posts: 7
#5
In reply to #4

Re: How to calculate optimum thickness and coverage area?

05/15/2009 4:55 AM

The surface force is needed for determining the theoretical coverage. How well the fluid spread across the surface depends on the interfacial force between them.

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