Scilab/C4/Control-systems/Khasi
From Script | Spoken-Tutorial
Time | Narration |
00:01 | Paralok, ngi pdiangsngewbha ia phi sha ka spoken tutorial halor ka Advanced Control of Continuous Time systems. |
00:09 | Ha kaba kut jong kane ka jinghikai, phin sa nang kumno ban: |
00:12 | Define ia ka continuous time system: ka order ba ar bad kiba kham shajrong |
00:17 | Plot response ban step bad sine inputs |
00:20 | Leh ia ka Bode plot |
00:22 | Pule ia ka numer bad denom Scilab functions |
00:26 | Plot ia ki poles bad zeros jong ka system. |
00:30 | Ban record ia kane ka jinghikai, nga pyndonkam da ka |
00:33 | Ubuntu 12.04 kum ka operating system ryngkat bad |
00:36 | Ka Scilab 5.3.3 version. |
00:40 | Shwa ban pyrshang ia kane ka jinghikai, u ne ka nongpule kidei ban don ia ki jingtip ba donkam jong ka Scilab bad ki control systems. |
00:48 | Na ka bynta ka Scilab, sngewbha leit sha ki Scilab tutorials ba don ha ka Spoken Tutorial website. |
00:55 | Ha kane ka jinghikai, ngan batai kumno ban define ia ka second-order linear system. |
01:02 | Te , nyngkong ngi donkam ban define ia u complex domain variable 's'. |
01:08 | To ngin phai sha ka Scilab console window. |
01:11 | Hangne , type, s equal to poly open parenthesis zero comma open single quote s close single quote close parenthesis, nion Enter. |
01:25 | Ka ouput kadei 's'. |
01:27 | Kadon sa kawei ka lad ban define ia u 's' kum u continuous time complex variable. |
01:32 | Ha ka console window, type: |
01:35 | s equal to percentage s, nion Enter. |
01:41 | To ngin pule ia ka syslin Scilab command. |
01:44 | Pyndonkam ia ka Scilab function ’syslin’ ban define ia ka continuous time system. |
01:51 | G of s is equal to 2 over 9 plus 2 s plus s square. |
01:58 | Pyndonkam csim ryngkat ka step option, ban ioh ia ka step response bad ban plot ia ka step response. |
02:06 | To ngin phai sha ka Scilab console window. |
02:09 | Hangne , type sys capital G equal to syslin open parenthesis open single quote c close single quote comma two divide by open parenthesis s square plus two asterisk s plus nine close parenthesis close parenthesis |
02:32 | Hangne, la pyndonkam ia u c namar ba ngi define ia ka continuous time system. |
02:38 | Nion Enter. |
02:40 | Ka output kadei linear second order system ba la kdew da |
02:44 | 2 over 9 plus 2 s plus s square. |
02:49 | Nangta, type t equal to zero colon zero point one colon ten semicolon |
02:57 | Nion Enter. |
02:59 | Nangta type y one is equal to c sim open parenthesis open single quote step close single quote comma t comma sys capital G close the parenthesis semicolon |
03:15 | Nion Enter. |
03:17 | Nangta type plot open parenthesis t comma y one close parenthesis semicolon |
03:24 | Nion Enter. |
03:26 | Ka output kan pyni ia ka step response jong ka second order system ba la ai. |
03:33 | To ngin pule ia ka Second Order system response na ka bynta ka sine input. |
03:39 | Sine inputs da kaba suk lah ban ai kum ki inputs sha ka second order system to a continuous time system. |
03:47 | To ngin phai sha ka Scilab console window. |
03:51 | Type U two is equal to sine open parenthesis t close parenthesis semicolon. |
03:59 | Nion Enter. |
04:01 | Nangta type: y two is equal to c sim open parenthesis u two comma t comma sys capital G close the bracket semicolon. |
04:15 | Nion Enter. |
04:17 | Hangne ngi ia pyndonkam sysG, the continuous time second order system, kaba ngi la defined hashwa. |
04:25 | Nangta type: plot open parenthesis t comma open square bracket u two semicolon y two close square bracket close parenthesis. |
04:39 | Pynthikna ba phi buh ia u semicolon hapdeng u2 bad y2 namar u2 bad y2 kidei ki row vectors ba don kajuh ka size. |
04:50 | Nion Enter. |
04:52 | Kane ka plot ka pyni ia ka response of the system sha ka step input bad sine input . La khot ia ka response plot. |
05:01 | Response Plot ka plot baroh ar ka input bad ka output ha kajuh ka graph. |
05:06 | Kumba la khmihlynti, ka output ruh kadei ka sine wave bad |
05:11 | Kadon ka phase lag hapdeng ka input bad ka output. |
05:15 | Amplitude ka iapher na ka bynta ka input bad ka output namar ba ia ka la passed lyngba ka transfer function. |
05:23 | Kane kadei ka nuksa under-damped. |
05:26 | To ngin plot ia ka bode plot of 2 over 9 plus 2 s plus s square. |
05:32 | Sngewbha buh jingmut ba ka command 'f r e q' kadei ka Scilab command na ka bynta ka frequency response. |
05:39 | Wat pyndonkam ia ka f r e q kum u variable!! |
05:44 | Plie ia ka Scilab console bad type: |
05:47 | f r is equal to open square bracket zero point zero one colon zero point one colon ten close square bracket semicolon. |
06:00 | Nion Enter. |
06:03 | Ka frequency kadei ha kaHertz. |
06:06 | Nangta type bode open parenthesis sys capital G comma fr close parenthesis. |
06:15 | Bad nion Enter. |
06:17 | Ka bode plot la pyni. |
06:20 | To ngin define ia kawei pat ka system. |
06:23 | Ngi don ia ka over-damped system p equal to s square plus nine s plus nine |
06:32 | To ngin plot ia ka step response na ka bynta kane ka system. |
06:36 | Phai sha ka Scilab console. |
06:38 | Type ia kane ha ka console jong phi: |
06:40 | p is equal to s square plus nine asterisk s plus nine |
06:47 | Bad nangta sa nion Enter. |
06:49 | Nangta type ia kane ha ka console: |
06:51 | sys two is equal to syslin open parenthesis open single quote c close single quote comma nine divided by p close parenthesis |
07:04 | Bad nion Enter. |
07:07 | Nangta type: t equal to zero colon zero point one colon ten semicolon |
07:14 | Nion Enter. |
07:17 | y is equal to c sim open parenthesis open single quote step close single quote comma t comma sys two close parenthesis semicolon. |
07:31 | Nion Enter. |
07:33 | Nangta type plot open parenthesis t comma y close parenthesis. |
07:39 | Nion Enter. |
07:41 | Ka response plot na ka bynta ka over damped system la pyni. |
07:46 | Ban wad ia ka roots of p type ia kane ha ka console - jong phi |
07:49 | roots of p bad nion Enter. |
07:54 | Kine ki roots kidei ki poles jong ka system sys two. |
07:59 | Ki roots or poles jong ka system la pyni. |
08:02 | Sngewbha plot Step response na ka bynta kane ka system ha ki lines ba iasyriem, kum na ka bynta ka over damped system. |
08:11 | G of s is equal to 2 over 9 plus 6 s plus s square kaba dei ka critically damped system |
08:20 | Nangta ka G of s is equal to two over 9 plus s square kaba dei ka undamped system |
08:28 | G of s is equal to 2 over 9 minus 6 s plus s square kaba dei ka unstable system |
08:36 | Check response to sinusoidal inputs na ka bynta baroh ki cases bad plot bode plot ruh kumjuh. |
08:45 | Phai sha ka Scilab console. |
08:48 | Na ka bynta ka general transfer function, u numerator bad denominator lah ban specify la ka jong. |
08:55 | To ngan pyni ia phi kumno. |
08:57 | Type ha console: |
08:59 | sys three is equal to syslin open parenthesis open single quote c close single quote comma s plus six comma s square plus six asterisk s plus nineteen close parenthesis. |
09:19 | Nion Enter. |
09:21 | Kawei pat ka lad ban define ia ka system kadei ban type: |
09:24 | g is equal to open parenthesis s plus six close parenthesis divided by open parenthesis s square plus six asterisk s plus nineteen close parenthesis |
09:40 | Nion Enter. |
09:42 | Nangta type ia kane ha ka console jong phi |
09:44 | sys four is equal to syslin open parenthesis open single quote c close single quote comma g close parenthesis. |
09:55 | Nion Enter. |
09:58 | Ha baroh ar rukom, ngi iohi ia kajuh ka output; |
10:01 | six plus s over 19 plus six s plus s square. |
10:07 | U variable ’sys’ udei jong ka type ’rational’. |
10:10 | U numerator bad denominator lah ban sei da bun rukom. |
10:16 | Sys of two, numer of sys or numer of g ka ai ia u numerator. |
10:22 | U denominator lah ban khein da kaba pyndonkam ia ka sys(3) or denom of sys functions. |
10:30 | Ki poles bad zeros jong ka system lah ban plot da kaba pyndonkam ia ka p l z r function. |
10:37 | Ka syntax kadei p l z r of sys. |
10:41 | Ka plot ka pyni 'x for poles' bad 'circles for zeros'. |
10:46 | Phai sha ka Scilab console. |
10:48 | Type ia kane ha ka Scilab console: |
10:50 | sys three open parenthesis two close parenthesis. |
10:55 | Nion Enter. Kane ka ai ia u numerator jong ka rational function sys three kata kadei '6 + s'. |
11:03 | Lym kumta, phi lah ban type: |
11:05 | numer open parenthesis sys three close parenthesis. |
11:11 | Nion Enter. |
11:13 | U numerator jong ka system three la pyni. |
11:17 | Ban ioh ia u denominator , type: |
11:19 | sys three open parenthesis three close parenthesis. Nion Enter. |
11:26 | U denominator jong ka function la pyni. |
11:30 | Phi lah ruh ban type denom open parenthesis sys three close parenthesis. |
11:36 | Nion Enter. |
11:38 | Nangta type p l z r open parenthesis sys three close parenthesis. |
11:44 | Nion Enter. |
11:47 | Ka output graph ka plot ia ki poles bad zeros. |
11:50 | Ka pyni 'cross and circle' na ka bynta 'poles and zeros' na ka bynta ka system. |
11:58 | La plot ia ka ha ka complex plane. |
12:01 | Ha kane ka jinghikai, ngi la pule kumno ban: |
12:03 | Define ia ka system da ka transfer function jong ka. |
12:08 | Plot step bad sinusoidal responses. |
12:11 | Extract poles bad zeros jong ka transfer function. |
12:15 | Peit ia ka video ba don ha ka link ba la ai harum: |
12:19 | Ka kyllum lang ia ka Spoken Tutorial project. |
12:22 | Lada phim don ia ka bandwidth babiang , phi lah ban shu dwonload bad peit ia ka. |
12:27 | Ka kynhun jong ka Spoken Tutorial project |
12:29 | Ka pynlong ia ki workshops da kaba pyndonkam da ki spoken tutorials |
12:32 | Ka ai certificates sha kito ba pass ha ka online test. |
12:36 | Na ka bynta kham bun ki jingtip, sngewbha thoh sha ka contact@spoken-tutorial.org. |
12:43 | Spoken Tutorial Project kadei shi bynta jong ka Talk to a Teacher project. |
12:47 | La kyrshan ia ka da ka National Mission on Eduction lyngba ka ICT, MHRD, Sorkar India. |
12:55 | Kham bun ki jingtip halor kane ka mission kidon ha ka spoken-tutorial.org/NMEICT-Intro. |
13:06 | Nga i Meboreen na Shillong, nga pynkut ia kane. |
13:08 | Khublei shibun ia ka jingsnohkti lang jong phi. |