Best method of entry.
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02-23-2016, 03:26 PM
Post: #1
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Best method of entry.
What is the best way to enter the following integral into the Prime?
1/2pi * integral of i(wt) dwt from alpha to beta (this is formula for average current in 1/2-wave, single phase rectifier with inductive load) Known from i(wt) formula: i(wt)=6.78*sin(wt-0.646)-2.67e^-(wt/0.754) Given alpha=0.785 and setting wt=beta and i(wt)=0 in above equation I find beta=3.785. I want to make sure I'm inputting the integral correctly to confirm my answers. Thank you |
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02-24-2016, 12:23 AM
Post: #2
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RE: Best method of entry. | |||
02-24-2016, 04:03 PM
(This post was last modified: 02-24-2016 04:04 PM by NewMC.)
Post: #3
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RE: Best method of entry.
Thanks for the response roadrunner. Alpha was given and I have already solved for beta > pi by setting wt=beta (in i(wt)) and i(wt)=0. Now I'm just looking for the best way to input into the calculator the following in order for the calculator to solve it:
integral i(wt) dwt from 0.785 to 3.785 So: integral (6.78*sin(wt-0.646)-2.67e^-(wt/0.754)) dwt from 0.785 to 3.785 Does this help to clear up what I'm looking for? It looks like this is close to what you've done but when I input the first line from your picture: ii:=(wt)->(xxx) in Function/CAS I get an unspecified error, when I choose OK it puts the cursor between the first w and t in the statement. Maybe there is something wrong with my key sequence for the input? Keystrokes: alpha, i, alpha, i, shift, Vars, :, enter, shift, ., (), alpha, w, alpha, t, right on directional pad, shift, 9, right arrow, (), then input expression. |
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02-24-2016, 07:51 PM
Post: #4
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RE: Best method of entry.
Hi,
Is this what you mean? ∫(6.78*sin(wt-0.646)-2.67*e^(-wt/0.754),wt,0.785,3.785) Returns around 12.797 with radians set Use the template on the "C" button to assist with inputting the integral Cheers, Terje |
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02-24-2016, 10:56 PM
Post: #5
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RE: Best method of entry.
(02-24-2016 04:03 PM)NewMC Wrote: when I input the first line from your picture: ii:=(wt)->(xxx) in Function/CAS I get an unspecified error, when I choose OK it puts the cursor between the first w and t in the statement Do you have the latest firmware version? Try it this way: ii(wt):=-2.67*e^(-1.32625994695*wt)+6.78*sin(wt-0.646) Or just cut and paste the line above into the emulator. then type or cut and paste: ∫(ii(wt),wt,0.785,3.785) You should get the same answer as Terja -road |
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02-25-2016, 05:24 PM
Post: #6
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RE: Best method of entry.
Thanks guys, this works both ways now, not sure what I was/wasn't doing wrong the other day. I appreciate your time!
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