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Old 01-04-2005   #1 (permalink)
94c4lt1's Avatar
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94c4lt1 will become famous soon enough94c4lt1 will become famous soon enough
 



Help solving equation

Hi Guys,

I am new and I was hoping I could get some help with an equation.

time= (.15 w-s/mm^2)/(720 uW/cm^2)

w-s is watt seconds and uW is microwatts.

mm^2 is millimeters squared and cm^2 is centimeters squared.

I have it simplified pretty well, only I am having difficulty with the w-s and w. I am not sure how to simplify that more. I can convert w-s to joules, but I can't get the energy to convert to power (watts).

Can anyone help solve this and tell me how to do it?

Thanks.
Old 01-04-2005   #2 (permalink)
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Re: Help solving equation

Welcome!

Hope Bo or Tim gets a chance to help you out here. They are our math experts.


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Old 01-04-2005   #3 (permalink)
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94c4lt1 will become famous soon enough94c4lt1 will become famous soon enough
 



Re: Help solving equation

Quote:
Originally Posted by Tormod
Welcome!

Hope Bo or Tim gets a chance to help you out here. They are our math experts.

Thanks for the welcome. Great site you have here.

Thanks.
Old 01-04-2005   #4 (permalink)
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Re: Help solving equation

well, you just have to convert the units to standard units and simplify it.
(.15 w-s/mm^2)/(720 uW/cm^2)=
(1.5*10^5 ws/m^2) / (7.2 w/m^2)
time comes out as 2.1*10^ 4 seconds.


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Old 01-04-2005   #5 (permalink)
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Re: Help solving equation

Tim, you are just so cute sometimes! I have NO DOUBT that you will become famous in some way

I mean, really... you make it sound so simple... "well, you just have to convert the units to standard units and simplify it." ... like it's something every single one of us does all day long, right? I have a hard time remembering to 'carry the one' sometimes, and you act as if this were no more than adding 2+2... amazing.


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Old 01-04-2005   #6 (permalink)
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Re: Help solving equation

No, in the other thread he couldn't comment on infamous' calculations (I mean, any kid could). So Tim's not a wizard, he's just faking it.


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Old 01-04-2005   #7 (permalink)
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Re: Help solving equation

Quote:
Originally Posted by Tim_Lou
well, you just have to convert the units to standard units and simplify it.
(.15 w-s/mm^2)/(720 uW/cm^2)=
(1.5*10^5 ws/m^2) / (7.2 w/m^2)
time comes out as 2.1*10^ 4 seconds.

Thanks for you help.

Doing it your way gives me 2.1*10^3 though....

Can someone double check this for me?

When I simplify, I get:

(150 w-s/m^2)/(.072w/m^2)=2083.3

Am I doing something wrong?
Old 01-04-2005   #8 (permalink)
94c4lt1's Avatar
Curious


 
94c4lt1 will become famous soon enough94c4lt1 will become famous soon enough
 



Re: Help solving equation

Quote:
Originally Posted by Tim_Lou
well, you just have to convert the units to standard units and simplify it.
(.15 w-s/mm^2)/(720 uW/cm^2)=
(1.5*10^5 ws/m^2) / (7.2 w/m^2)
time comes out as 2.1*10^ 4 seconds.
My other question is the units. w-s means watts per second = w/s. From the P=W/t (power equals energy divided by time). Here is the unit equation:

((w/s)/m^2)/(w/m^2) = (w/sm^2)/(w/m^2) = 1/s

Or am I wrong somewhere?
Old 01-06-2005   #9 (permalink)
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Re: Help solving equation

((w/s)/m^2)/(w/m^2) = (w/sm^2)/(w/m^2) = 1/s
yes, it is true, but it the ws means w/s in your equation:
time= (.15 w-s/mm^2)/(720 uW/cm^2)
it cannot be true, it would be:
1/time= (.15 w-s/mm^2)/(720 uW/cm^2)

anyway, yeah im not a math wizard, im just a science and math nerd.


----------------
I have mistaken, apologized, and taken the consequences. My only regret, was for how I was bothered by the unchangable.

Last edited by Tim_Lou; 01-06-2005 at 12:29 PM.
Old 01-06-2005   #10 (permalink)
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Explaining


 



Re: Help solving equation

time= (.15 w-s/mm^2)/(720 uW/cm^2)
(.15ws/mm^2) * (10^6 mm^2/ 1 m^2) = 1.5*10^5 ws/m^2
(720 uW/cm^2) * (1w/10^6 uW) * (10^4 cm^2 / 1 m^2) = 7.2 w/m^2

hmm, maybe you forgot the mm^2 and cm^2?
1 m^2 = 1000*1000 mm^2 = 10^6 mm^2
1 m^2 = 100*100 cm^2 = 10^4 cm^2


----------------
I have mistaken, apologized, and taken the consequences. My only regret, was for how I was bothered by the unchangable.
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