Meboreen Mary: Created page with "{| Border=1 |'''Time''' |'''Narration''' |- | 00:01 |Paralok , ngi pdiangsngewbha ia phi sha ka Spoken Tutorial halor ka '''Solving ODEs using Scilab ode function''' |- | 00:0..."

2017-08-24T15:40:48Z

Created page with "{| Border=1 |'''Time''' |'''Narration''' |- | 00:01 |Paralok , ngi pdiangsngewbha ia phi sha ka Spoken Tutorial halor ka '''Solving ODEs using Scilab ode function''' |- | 00:0..."

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{| Border=1
|'''Time'''
|'''Narration'''
|-
| 00:01
|Paralok , ngi pdiangsngewbha ia phi sha ka Spoken Tutorial halor ka '''Solving ODEs using Scilab ode function'''
|-
| 00:09
| Ha kaba kut jong kane ka jinghikai, phin sa nang kumno ban:
|-
|00:12
| Pyndonkam ia ka Scilab ode function
|-
|00:15
| Ban solve ia ki nuksa jong ka '''ODEs''' bad
|-
| 00:18
| Plot ia ka solution.
|-
|00:21
|Ki nuksa kin dei
|-
| 00:24
| Motion jong u '''simple pendulum'''
|-
| 00:26
| '''Van der Pol equation'''
|-
|00:28
| Bad ''' Lorenz system'''.
|-
|00:30
|Ban record ia kane ka jinghikai , nga pyndonkam da ka
|-
| 00:33
| '''Ubuntu 12.04''' kum ka operating system
|-
| 00:36
|Bad '''Scilab 5.3.3''' version.
|-
|00:40
|Ban pyrshang ia kane ka jinghikai, u nongpule udei ban don ia ka jingtip ba donkam jong ka '''Scilab'''
|-
|00:45
|Bad dei ban tip kumno ban solve ia ki '''ODEs.'''
|-
|00:48
|Ban nang ia ka '''Scilab,''' sngewbha peit ia ki jinghikai ba iadei ba don ha ka '''Spoken Tutorial''' website.
|-
| 00:56
|Ka '''ode''' function kadei ka '''ordinary differential equation solver'''.
|-
| 01:01
||Ka syntax kadei '''y equal to ode''' hapoh parenthesis '''y zero, t zero, t''' bad '''f'''.
|-
|01:10
|| Hangne '''y zero''' udei u initial condition jong ki '''ODEs''',
|-
|01:15
| '''t zero''' kadei ka '''initial time''',
|-
|01:17
| '''t''' kadei ka '''time range''',
|-
|01:19
|Bad '''f''' kadei ka '''function'''.
|-
|01:22
||Shim ia ka jingiaid jong u '''simple pendulum.'''
|-
|01:25
|Ai ba ka '''theta t''' kan dei ka angle ba la pynlong da u '''pendulum''' bad u '''vertical''' ha kapor '''t.'''
|-
| 01:33
|Ngi ai ia ki initial conditions-
|-
|01:36
|'''theta of zero''' is equal to '''pi by four''' bad
|-
|01:39
| '''theta dash of zero''' is equal to '''zero.'''
|-
|01:44
| Nangta ka position jong u '''pendulum''' la ai da:
|-
| 01:47
|| '''theta double dash t minus g by l into sin of theta t equal to zero.'''
|-
| 01:56
| Hangne '''g equal to 9.8 m per second square''' udei u '''acceleration due to gravity''' bad
|-
|02:03
|'' l equal to zero point five meter''' kadei ka length jong u '''pendulum.'''
|-
|02:11
| Na ka bynta ki initial conditions ba la ai, ngi hap ban solve ia ka '''ODE''' hapoh ka '''time range zero less than equal to t less than equal to five.'''
|-
| 02:22
|Ngi hap ruh ban '''plot''' ia ka solution.
|-
| 02:25
|To ngin peit ia u code ban solve ia kane ka problem.
|-
| 02:29
|Plie ia ka '''Pendulum dot sci''' ha ka '''Scilab editor.'''
|-
| 02:34
|Ka lain banyngkong jong u code ka define ia ki initial conditions jong u '''ODE.'''
|-
|02:40
|Nangta ngi define ia ka initial time value. Bad ngi ai ia ka '''time range.'''
|-
|02:46
| Nangta, ngi pynkylla ia ka equation ba la ai sha ka system jong ki '''first order ODEs.'''
|-
| 02:52
|Ngi bujli ia ki values jong '''g''' bad '''l''' .
|-
| 02:56
||Hangne ngi shim ia u '''y''' ban long u '''variable theta''' bad '''y dash''' ban long u '''theta dash''' ba la ai.
|-
|03:03
|Nangta ngi call ia ka '''ode''' function ryngkat bad ki arguments '''y zero, t zero, t''' bad ka function '''Pendulum.'''
|-
| 03:12
| Ka solution sha ka equation kan long ka '''matrix''' bad artylli ki '''rows.'''
|-
| 03:17
| Ka '''row''' banyngkong kan don ia ki values jong'''y''' ha ka '''time range''' ba la ai.
|-
| 03:21
| Ka '''row''' ba ar kan don ia ki values jong '''y dash ''' hapoh ka '''time range. '''
|-
|03:27
|Kumta ngi plot ia baroh artylli ki '''rows''' katkum ka '''time. '''
|-
|03:31
|Save bad execute ia ka file '''Pendulum dot sci'''.
|-
| 03:37
|Ka plot ka pyni kumno ba ki values jong '''y''' bad '''y dash''' ki kylla katkum ka '''time. '''
|-
| 03:44
|Phai sha ka '''Scilab console'''.
|-
| 03:47
| Lada phi kwah ban iohi ia ki values jong u '''y,''' type '''y''' ha ka'''console''' bad nion '''Enter.'''
|-
| 03:54
|Ki values jong u '''y''' bad '''y dash''' la pyni.
|-
| 03:58
|To ngin solve ia ka '''Van der Pol equation''' da kaba pyndonkam ia ka '''ode''' function.
|-
| 04:03
|Ngi ai ia ka '''equation '''-
|-
| 04:06
|'''v double dash of t plus epsilon into v of t square minus one into v dash of t plus v of t equal to zero.'''
|-
| 04:20
|Ki initial conditions kidei '''v of two equal to one''' bad '''v dash of two equal to zero. '''
|-
| 04:28
|Shu shim ba '''epsilon is equal to zero point eight nine seven. '''
|-
|04:32
|Ngi hap ban wad ia ka solution hapoh ka '''time range two less than t less than ten''' bad nangta '''plot''' ia ka solution.
|-
| 04:42
|To ngin peit ia u code na ka bynta ka '''Van der Pol equation. '''
|-
| 04:47
| Phai sha ka '''Scilab editor''' bad plie ia ka '''Vander pol dot sci.'''
|-
| 04:53
| Ngi define ia ki initial conditions jong ki '''ODEs''' bad '''time''' bad nangta define ia ka '''time range. '''
|-
| 05:01
|Namar ba ka '''inital time value''' la ai kum '''two''', ngi sdang ia ka time range ha two.
|-
| 05:07
| Nangta ngi define ia ka '''function Vander pol''' bad shna ia ka system jong ki '''first order ODEs.'''
|-
| 05:15
|Ngi bujli ia u value jong u '''epsilon''' da u '''zero point eight nine seven. '''
|-
| 05:21
|Hangne '''y''' ka thew sha ka '''voltage v.'''
|-
| 05:25
| Nangta ngi call ia ka '''ode''' function bad solve ia ka system jong ki '''equations.'''
|-
| 05:30
| Khatduh eh ngi plot ia u '''y''' bad '''y dash versus t.'''
|-
| 05:35
| Save bad execute ia ka file '''Vander pol dot sci.'''
|-
| 05:41
|Ka '''plot''' kaba pyni ia ka '''voltage versus time''' la pyni.
|-
| 05:45
|To ngin iaid sha ka '''Lorenz system of equations.'''
|-
| 05:50
|Ka '''Lorenz system of equations''' la ai da:
|-
| 05:53
|'''x one dash equal to sigma into x two minus x one''',
|-
| 06:00
|'''x two dash equal to one plus r minus x three into x one minus x two''' bad
|-
| 06:08
|'''x three dash equal to x one into x two minus b into x three.'''
|-
| 06:16
|Ki initial conditions kidei '''x one zero equal to minus ten''', '''x two zero equal to ten''' bad '''x three zero equal to twenty five.'''
|-
| 06:29
|Ai ba '''sigma''' un long equal to '''ten, r''' un long equal to '''twenty eight''' bad '''b''' equal to '''eight by three.'''
|-
| 06:37
|Phai sha ka '''Scilab editor''' bad plie ia ka '''Lorenz dot sci'''.
|-
| 06:44
|Ngi sdang da kaba define ia ki initial conditions jong ki '''ODEs.'''
|-
| 06:48
|Namar ba kidon lai tylli ki '''ODEs''' ba iapher, don lai tylli ki initial conditions.
|-
| 06:54
|Nangta ngi define ia ka '''initial time''' condition bad nangta ka '''time range'''
|-
| 07:00
|Ngi define ia ka '''function Lorenz''' bad nangta define ia ki constants ba la ai '''sigma, r''' bad '''b.'''
|-
| 07:08
|Nangta ngi define ia ka '''first order ODEs.'''
|-
| 07:12
|Nangta ngi call ia ka '''ode''' function ban solve ia ka '''Lorenz system of equations.'''
|-
| 07:18
|Ngi equate ia ka solution sha '''x.'''
|-
| 07:21
|Nangta ngi '''plot x one, x two''' bad '''x three versus time.'''
|-
| 07:28
|Save bad execute ia ka file '''Lorenz dot sci.'''
|-
| 07:33
|Ka '''plot''' jong '''x one, x two''' bad '''x three versus time''' la ai.
|-
| 07:39
|To ngin batai kyllum ia kane ka jinghikai.
|-
| 07:41
|Ha kane ka jinghikai ngi la dep pule ban develop ia ka '''Scilab code''' ban solve ia ka '''ODE''' da kaba pyndonkam ia ka '''Scilab ode function'''.
|-
| 07:50
|Nangta ngi la pule ban '''plot''' ia ka solution.
|-
|07:53
| Peit ia ka video ba don ha la link ba la pyni harum.
|-
| 07:56
| Ka batai kyllum ia ka Spoken Tutorial project.
|-
|07:59
||Lada phim don ia ka bandwidth kaba biang, phi lah ban shu download bad peit ia ka.
|-
|08:04
||Ka kynhun jong ka spoken tutorial project.
|-
|08:06
||Ka pynlong ia ki workshops da kaba pyndonkam da ki spoken tutorials.
|-
|08:09
||Ka ai certificates sha kito kiba pass ha ka online test
|-
|08:13
||Na ka bynta khambun ki jingtip ba bniah, sngewbha thoh sha ka contact@spoken-tutorial.org.
|-
|08:20
|Spoken Tutorial Project kadei shibynta jong ka Talk to a Teacher project.
|-
| 08:23
| La kyrshan ia ka da ka National Mission on Education lyngba ka ICT, MHRD ,Sorkar India.
|-
| 08:31
|Kham bun ki jingtip halor kane ka mission kidon ha ka link ba la pyni harum.
|-
| 08:36
|Nga i Meboreen na Shillong , nga pynkut ia kane.
|-
|08:38
| Khublei shibun.

Scilab/C4/ODE-Applications/Khasi - Revision history

Meboreen Mary: Created page with "{| Border=1 |'''Time''' |'''Narration''' |- | 00:01 |Paralok , ngi pdiangsngewbha ia phi sha ka Spoken Tutorial halor ka '''Solving ODEs using Scilab ode function''' |- | 00:0..."