|
1 |
|
00:00:04,960 --> 00:00:07,920 |
|
ุจุณู
ุงููู ุงูุฑุญู
ู ุงูุฑุญูู
ุงูุณูุงู
ุนูููู
ูุฑุญู
ุฉ ุงููู |
|
|
|
2 |
|
00:00:07,920 --> 00:00:13,560 |
|
ูุจุฑูุงุชู ุงูููู
ูููู
ู ุฌุฒุก ุงูุชุงูู ู
ู ุงู chapter ุงููู |
|
|
|
3 |
|
00:00:13,560 --> 00:00:17,500 |
|
ูู mechanisms with lower pairs ุงูู
ุฑุฉ ูุงุชุญุงูููุง ุนูู |
|
|
|
4 |
|
00:00:17,500 --> 00:00:21,280 |
|
ุงู exact straight line mechanisms ุงู general |
|
|
|
5 |
|
00:00:21,280 --> 00:00:26,320 |
|
principle ุงุฐุง ูุฑุฌุน ุนูู ุงูุดูู ูุฐุง ุงู o a ุนุดุงู ููุทุฉ |
|
|
|
6 |
|
00:00:26,320 --> 00:00:31,460 |
|
b ุชุชุญุฑู ุนูู ุฎุท ู
ุณุชููู
ูุงุฒู
ูููู ุญุงุตู ุถุฑุจ o a ูู o |
|
|
|
7 |
|
00:00:31,460 --> 00:00:37,260 |
|
bุงูุซุงุจุช ู ุชุทุจููุง ุนูู ุงูููุงู
ูุฐุงุชู
ุชุทููุฑ ุงููู ูู |
|
|
|
8 |
|
00:00:37,260 --> 00:00:40,700 |
|
peculiar mechanism ูู peculiar mechanism ู
ููููุฉ ู
ู |
|
|
|
9 |
|
00:00:40,700 --> 00:00:44,500 |
|
link ูุงุญุฏ link ุงุชููู link ุชูุงุชุฉ link ุงุฑุจุน ุฎู
ุณ ุณุชุฉ |
|
|
|
10 |
|
00:00:44,500 --> 00:00:47,280 |
|
ุณุจุนุฉ ุชู
ุงููุฉ links ุนูุฏููู revolute, revolute, |
|
|
|
11 |
|
00:00:47,300 --> 00:00:50,720 |
|
revolute, revolute, revolute ุนูุฏ ุงู link O when A |
|
|
|
12 |
|
00:00:50,720 --> 00:00:56,600 |
|
is allowed to rotate along a circle ุฃุซุจุชูุง |
|
|
|
13 |
|
00:00:56,600 --> 00:01:02,060 |
|
ุฃู OA ูู OB is constant ู
ุนูุงุชู ุจู will trace a |
|
|
|
14 |
|
00:01:02,060 --> 00:01:04,860 |
|
straight line ุงูููู
ูููู
ู |
|
|
|
15 |
|
00:01:07,890 --> 00:01:10,990 |
|
ููุญูู ุนู ุงู steering gear mechanism ุงู steering |
|
|
|
16 |
|
00:01:10,990 --> 00:01:15,550 |
|
ุชุงุน ุงูุณูุงุฑุฉ ุงู steering gear mechanism is used for |
|
|
|
17 |
|
00:01:15,550 --> 00:01:20,670 |
|
changing direction of two or more of the wheel |
|
|
|
18 |
|
00:01:20,670 --> 00:01:23,470 |
|
axis with reference to the chassis ุงููุฏู ู
ู ุงู |
|
|
|
19 |
|
00:01:23,470 --> 00:01:26,350 |
|
steering mechanism ุฃูู ุฃุบูุฑ ุงุชุฌุงู ุฃูู ูู
ูู ุฃู |
|
|
|
20 |
|
00:01:26,350 --> 00:01:32,190 |
|
ุงูุดู
ุงู ูุง ู
ุง ุจูู ุนุฌูุชูู ุงูุฃู
ุงู
ูุงุช ุฒู ุงูุณูุงุฑุงุช |
|
|
|
21 |
|
00:01:32,190 --> 00:01:38,960 |
|
ุงูุนุงุฏูุฉ ุงูุชูููุฏูุฉุฃู ุจูู ุงูุนุฌูุงุช ุงูุฎูููุฉ ุฒู ูู ุญุงูุฉ |
|
|
|
22 |
|
00:01:38,960 --> 00:01:45,100 |
|
ุงููู ูู ุงู fork lift ุงู ูู ุญุงูุฉ ุงูุฌุจูุงุช ุงูุญุฏูุซุฉ |
|
|
|
23 |
|
00:01:45,100 --> 00:01:47,460 |
|
ู
ู
ูู ูููู ุนูุฏู four wheel drive ุงู ุงูุนุฌูุงุช |
|
|
|
24 |
|
00:01:47,460 --> 00:01:50,180 |
|
ุงูุฃู
ุงู
ูุฉ ูุงูุนุฌูุงุช ุงูุฎูููุฉ ุชูู ุชุตุจุญ ุงู rotation |
|
|
|
25 |
|
00:01:50,180 --> 00:01:53,780 |
|
ุงููู ูู ุจุงููุณุจุฉ ูู body ุงู ุงู chassis ุจุชุงุน ุงูุณูุงุฑุฉ |
|
|
|
26 |
|
00:01:53,780 --> 00:01:59,180 |
|
ูู ู
ุนุถู ุงุญูุงู ุงูุชุฑ ุดููู ูู ุงูุณูุงุฑุงุช ุงู front |
|
|
|
27 |
|
00:01:59,180 --> 00:02:04,180 |
|
wheels ุจูุญุทู ุนูู ุงู front axle ุนูู ุงูู
ุญูุฑ ุงูุฃู
ุงู
ู |
|
|
|
28 |
|
00:02:05,030 --> 00:02:09,090 |
|
ูุนุดุงู ููู ูู
ูู ุงู ุดู
ุงู ุจูููู ูููู
ู
ุญุงูุฑ ุฏูุฑุงู |
|
|
|
29 |
|
00:02:09,090 --> 00:02:13,550 |
|
pivoted and two positions ูุฐู ุงูู
ุญุงูุฑ fixed |
|
|
|
30 |
|
00:02:13,550 --> 00:02:18,090 |
|
ุจุงููุณุจุฉ ูู chases of the automobile ุงูุนุฌูุงุช |
|
|
|
31 |
|
00:02:18,090 --> 00:02:24,670 |
|
ุงูุฎูููุฉ ูู ู
ุนุธู
ุงูุณูุงุฑุงุช ุจุชููู ูุนูู ุงู axis ุจุชุงุนูุง |
|
|
|
32 |
|
00:02:24,670 --> 00:02:31,430 |
|
ุซุงุจุช ู
ุงููุด rotations ููุนุฌูุงุช |
|
|
|
33 |
|
00:02:31,430 --> 00:02:33,310 |
|
ูุฃู ุงูุจูู ุนูุฏู |
|
|
|
34 |
|
00:02:38,180 --> 00:02:48,180 |
|
ุนูุฏู top view ุงู schematic top view of a car ูุฐุง |
|
|
|
35 |
|
00:02:48,180 --> 00:02:53,300 |
|
ุงู front axle ูุฐุง ุงูุนุฌูุงุช ุงูุฃู
ุงู
ูุฉ ุนูุฏ ููุง ุนุฌูุฉ |
|
|
|
36 |
|
00:02:53,300 --> 00:03:02,800 |
|
ููุง ุฏููุงุจ ุนูุฏ ุฏููุงุจ ููุง ููุฐุง |
|
|
|
37 |
|
00:03:02,800 --> 00:03:04,360 |
|
ุงูู
ุญูุฑ ุงูุฎููู ููุณูุงุฑุฉ |
|
|
|
38 |
|
00:03:08,490 --> 00:03:15,410 |
|
ุนูุฏู ููุง ุฏููุงุจ ูุนูุฏู |
|
|
|
39 |
|
00:03:15,410 --> 00:03:23,330 |
|
ุฏููุงุจ ู |
|
|
|
40 |
|
00:03:23,330 --> 00:03:24,770 |
|
ูุฐุง ุงู body ุจุชุงุน ุงูุณูุงุฑุฉ |
|
|
|
41 |
|
00:03:33,430 --> 00:03:37,210 |
|
ุงูู
ุณุงูุฉ ุจูู ุงูู
ุญูุฑูู ุงูู
ุญูุฑ ุงูุนุฌูุงุช ุงูุฃู
ุงู
ูุฉ ูู
ุญูุฑ |
|
|
|
42 |
|
00:03:37,210 --> 00:03:51,950 |
|
ุงูุนุฌูุงุช ุงูุฎูููุฉ ุจุณู
ููุง ุงููู ูู B ุงูุงู |
|
|
|
43 |
|
00:03:51,950 --> 00:04:00,570 |
|
ููุทุฉ A ูุฐู ููุทุฉ ูุฐู ููุทุฉ A ูุฐู ููุทุฉ B ูุฐู ู
ุญุงูุฑ |
|
|
|
44 |
|
00:04:00,570 --> 00:04:07,240 |
|
ุฏูุฑุงููุฃ ุนุดุงู ุงุฐุง ุจุฏู ุฃูู ุนูู ุงูุดู
ุงู ูุงุฒู
ุฃูู ูู ุงู |
|
|
|
45 |
|
00:04:07,240 --> 00:04:10,980 |
|
.. ูููู ููู .. ูู ุงูู allowed to rotate this way |
|
|
|
46 |
|
00:04:10,980 --> 00:04:14,060 |
|
ูุนูุจ .. ูุนูู ุจุฏู ุฃุณู
ุญ ุงู ุงูุนูู ุฏููุงุจ ูุฐุง ููู ุญูุงูู |
|
|
|
47 |
|
00:04:14,060 --> 00:04:18,160 |
|
ููุทุฉ A ู ุฏููุงุจ ุงูุชุงูู ุนูู ุงูุดู
ุงู ููู ุญูุงูู ููุทุฉ B |
|
|
|
48 |
|
00:04:18,160 --> 00:04:24,580 |
|
ูู
ุง ููู ูุตูุฑ ุงููุถุน ุงูุชุงูู with rotation |
|
|
|
49 |
|
00:04:43,730 --> 00:04:48,650 |
|
ู
ุนูุงุชู ูุฐู ุงูู
ุณุงูุฉ ุจูู ุงู two pivots A ู B ุจุณู
ููุง |
|
|
|
50 |
|
00:04:48,650 --> 00:04:59,990 |
|
C ูุฐู ุงูู
ุณุงูุฉ |
|
|
|
51 |
|
00:04:59,990 --> 00:05:05,550 |
|
C ููุฐู ุงูู
ุณุงูุฉ ุจุณู
ููุง ุจูู ุงูุจุฑุงูุฒ ุงูุนุฌูุชูู ุงู |
|
|
|
52 |
|
00:05:05,550 --> 00:05:09,110 |
|
ุงูุฏููุงุจ ุฏูุงููุจ ุจุณู
ููุง A |
|
|
|
53 |
|
00:05:19,540 --> 00:05:28,400 |
|
ุงูุงู ุนุดุงู ุงูุณูุงุฑุฉ ุชูู ุจุฏูู ุงูุฒูุงููุงุฒู
ูููู ู
ุฑูุฒ |
|
|
|
54 |
|
00:05:28,400 --> 00:05:32,980 |
|
ุงูุฏูุฑุงู ุงููุญุธู ููุนุฌูุงุช ุงูุฃู
ุงู
ูุฉ ุงูุนุฌู ุงูุฃู
ุงู
ูุฉ |
|
|
|
55 |
|
00:05:32,980 --> 00:05:35,840 |
|
ุงููู ุนูู ุงููู
ูู ู ุงูุนุฌู ุงูุฃู
ุงู
ูุฉ ุงููู ุนูู ุงูุดู
ุงู ู |
|
|
|
56 |
|
00:05:35,840 --> 00:05:39,180 |
|
ุงูุนุฌูุงุช ุงูุฎูููุฉ ููุณ ุงูููุทุฉ ูุงุฒู
ูููู ู
ุฑูุฒ ุฏูุฑุงู |
|
|
|
57 |
|
00:05:39,180 --> 00:05:43,760 |
|
ูุญุธู ููุฃุฑุจุน ุนุฌูุงุช ููุณ ุงูููุทุฉ ุงูุงู ู
ุฑูุฒ ุฏูุฑุงู ูุญุธู |
|
|
|
58 |
|
00:05:43,760 --> 00:05:50,120 |
|
ููุณูุงุฑุฉ ุจูุฌู ุนูู ุงู
ุชุฏุงุฏ ุงูุฎุท ูุฐุง ุงูุงู four four |
|
|
|
59 |
|
00:05:50,120 --> 00:05:57,020 |
|
ูุญูู ุญููุงูุง fourpure rotation ุงู for ุงูู
ุฑูุฒ ุฏูุฑุงู |
|
|
|
60 |
|
00:05:57,020 --> 00:06:04,320 |
|
ุงููุญุธุฉ ููุณูุงุฑุฉ I ุนุดุงู ู
ุงูุตูุฑุด ุนูุฏู skidding ุงู |
|
|
|
61 |
|
00:06:04,320 --> 00:06:06,760 |
|
ุงูุฒูุงู ููู ูุฌุจ ุงู ูููู ู
ุฑูุฒ ุงููุญุธุฉ ุงูุนุฌูุฉ A |
|
|
|
62 |
|
00:06:06,760 --> 00:06:10,660 |
|
ูุงูุนุฌูุฉ B ูุงูุนุฌูุงุช ุงูุฎูููุฉ ููุณ ุงูููุทุฉ ุงุฐุง ูุงู ุงูุชุฑ |
|
|
|
63 |
|
00:06:10,660 --> 00:06:15,580 |
|
ู
ู ู
ุฑูุฒ ุฏูุฑ ุงููุญุธุฉ ุงููุฏ ููุตูุฑ ุงูุฒูุงู ุงูุขู ุนุดุงู ุงูุง |
|
|
|
64 |
|
00:06:15,580 --> 00:06:18,300 |
|
ุงุนู
ู ูุฑุถูุฉ ูุฐู ุงูู ููููู ููุด ุนูุฏู ุงูุฒูุงู |
|
|
|
65 |
|
00:06:25,490 --> 00:06:31,450 |
|
ูุฐู ุงูุฒุงููุฉ ูุณู
ููุง ูู ูุฐุง ู
ุฑูุฒ ุฏูุฑุงู ุงููุญุธุฉ I |
|
|
|
66 |
|
00:06:31,450 --> 00:06:34,930 |
|
ูุนูุฏู |
|
|
|
67 |
|
00:06:34,930 --> 00:06:40,610 |
|
ูุฐู |
|
|
|
68 |
|
00:06:40,610 --> 00:06:45,310 |
|
ุงูุฒุงููุฉ ุซุชุง |
|
|
|
69 |
|
00:06:45,310 --> 00:06:51,310 |
|
ูุฐู |
|
|
|
70 |
|
00:06:51,310 --> 00:06:51,610 |
|
P |
|
|
|
71 |
|
00:07:09,520 --> 00:07:14,660 |
|
ุทุจุนุง ูุงุญุธูุง ุงูุนุฌูุฉ ุฅุฐุง ุฃูุง ุจูู ูู ุงูุฌู
ุงู ุงูุนุฌูุฉ |
|
|
|
72 |
|
00:07:14,660 --> 00:07:16,660 |
|
ุงููู ุนูู ุงููู
ูู .. ุงูุนุฌูุฉ ุงููู ุนูู ุงููู
ูู ูุชููู |
|
|
|
73 |
|
00:07:16,660 --> 00:07:24,660 |
|
ุฃุณุฑุน .. ุจุชูู ุจุณุฑุนุฉ ุฃุณุฑุน ู
ู ุงูุนุฌูุฉ B ูุนูู A ุจุชููู |
|
|
|
74 |
|
00:07:24,660 --> 00:07:30,980 |
|
ุฃุณุฑุน ู
ู B ูุฃู ุงูู
ุณุงุฑ ูุชู
ุดู ุนููู ุฃูุจุฑ ูุจุงูุชุงูู ุนุดุงู |
|
|
|
75 |
|
00:07:30,980 --> 00:07:36,100 |
|
ุงุชูุงุญู ู
ุน B ูุงุฒู
ุชููู A ุฃุณุฑุน ู
ู B ุงูุนุฌูุฉ A ุฃุณุฑุน ู
ู |
|
|
|
76 |
|
00:07:36,100 --> 00:07:41,430 |
|
ุงูุนุฌูุฉ ุจูููููุด ููุณ ุงูุณุฑุนุฉุงูุนุฌูุฉ A ุจุชููู ููุณ ุณุฑุนุฉ |
|
|
|
77 |
|
00:07:41,430 --> 00:07:43,550 |
|
ุงูุนุฌูุฉ B ููู ุฅุฐุง ูุงูุช ุงูุณุฑุนุฉ ู
ุงุดูุฉ ุนูู ุฎุท ู
ุณุชูู |
|
|
|
78 |
|
00:07:43,550 --> 00:07:48,230 |
|
ู
ุงููุด ุฏูุฑุงู ุจูููู ุนุฌูุฉ ุงูุณุฑุนุฉ A ุจุชุณุงูู ุนุฌูุฉ ุงูุณุฑุนุฉ |
|
|
|
79 |
|
00:07:48,230 --> 00:07:54,150 |
|
B ุทูุจ |
|
|
|
80 |
|
00:07:54,150 --> 00:07:57,570 |
|
ุงู |
|
|
|
81 |
|
00:07:57,570 --> 00:08:01,210 |
|
cotangent ุงูุฒุงููุฉ ุงู cotangent ุงูุฒุงููุฉ ูู |
|
|
|
82 |
|
00:08:01,210 --> 00:08:09,780 |
|
cotangent ูู ุงููู ูู ุนูุณ ุงูุชุงูู cotangentุงูู Phi |
|
|
|
83 |
|
00:08:09,780 --> 00:08:19,420 |
|
ุจุณูุก ุงูู
ุฌุงูุฑ ุนูู ุงูู
ูุงุจู ุงููู ูู AP ุนูู |
|
|
|
84 |
|
00:08:19,420 --> 00:08:24,980 |
|
IP ุทุจุนุง |
|
|
|
85 |
|
00:08:24,980 --> 00:08:31,360 |
|
AP ุนุจุงุฑุฉ ุนู PB ุฒุงุฆุฏ |
|
|
|
86 |
|
00:08:31,360 --> 00:08:37,800 |
|
AB ุนุจุงุฑุฉ ุนู PB ุฒุงุฆุฏ |
|
|
|
87 |
|
00:08:37,800 --> 00:08:50,980 |
|
ABุนูู I I P P ุจูุณุงูู P |
|
|
|
88 |
|
00:08:50,980 --> 00:09:01,140 |
|
B ุทุจุนุง ุงู A B ุนุจุงุฑุฉ ู
ุณู
ููุง C ุฃูุง P B ุฒุงุฆุฏ C ุนูู I |
|
|
|
89 |
|
00:09:01,140 --> 00:09:07,300 |
|
B ูุฃู ุงูุฒุงููุฉ theta cotangent ุงููู ูู ุนูุณ ุงู |
|
|
|
90 |
|
00:09:07,300 --> 00:09:08,560 |
|
tangent cotangent theta |
|
|
|
91 |
|
00:09:13,380 --> 00:09:21,400 |
|
ุจุณุงูู ุงูู
ุฌุงูุฑ ุจุชุงุนูุง ุงููู ูู PP PB |
|
|
|
92 |
|
00:09:21,400 --> 00:09:24,900 |
|
ุนูู |
|
|
|
93 |
|
00:09:24,900 --> 00:09:29,060 |
|
IB ูุฃู |
|
|
|
94 |
|
00:09:29,060 --> 00:09:40,240 |
|
ูู ุทุฑุญุช cot ฮธ ู
ู cot ฯ cot ฯ minus cot ฮธ ููููู ุณูู |
|
|
|
95 |
|
00:09:40,240 --> 00:09:50,360 |
|
PBุฒุงุฆุฏ c ุนูู ip minus pb ุนูู ip ููุณุงูู ุทุจุนุง ููุฑูุญ |
|
|
|
96 |
|
00:09:50,360 --> 00:09:58,060 |
|
pb ู
ุน pb ููุณุงูู ุงู c ุนูู ip ุณุงูู ุงู c ุงู ip ุงููู |
|
|
|
97 |
|
00:09:58,060 --> 00:10:01,260 |
|
ูู ุนุจุงุฑุฉ ุนู ุงูู
ุณุงูุฉ ุจูู ุงูู
ุญูุฑ ุงูุฃู
ุงู
ู ุงูู
ุญูุฑ |
|
|
|
98 |
|
00:10:01,260 --> 00:10:06,480 |
|
ุงูุฎููู ุงููู ูู b ู
ุนูุงุชู ูุงุฒู
ูุทูุน ุนูุฏู cotangent |
|
|
|
99 |
|
00:10:08,150 --> 00:10:19,570 |
|
Cotf minus cotฮธ ุจูุณุงูู C ุนูู B ูุฐู ุจูุณู
ููุง ุงู |
|
|
|
100 |
|
00:10:19,570 --> 00:10:25,230 |
|
condition for correct steering ุงูุด |
|
|
|
101 |
|
00:10:25,230 --> 00:10:26,830 |
|
ูุนูู condition for correct steering |
|
|
|
102 |
|
00:10:32,730 --> 00:10:36,770 |
|
ู
ุฑูุฒ ุงูุฏูุฑุงู ุงููุญุธู ููุฃุฑุจุน ุนุฌูุงุช ูู ููุณ ุงูู
ุฑูุฒ ู
ุด |
|
|
|
103 |
|
00:10:36,770 --> 00:10:41,730 |
|
ุฃูุชุฑ ู
ุฑูุฒ ูู ุงูุญุงูุฉ ูุฐู ุจุฃุถู
ู ู
ุงูุตูุฑุด ุนูุฏู ุฃู |
|
|
|
104 |
|
00:10:41,730 --> 00:10:45,030 |
|
ุงูุฒูุงู ุณูุงุก ุงูุฒูุงู ููุนุฌูุงุช ุงูุฃู
ุงู
ูุฉ ุฃู ุงูุฒูุงู |
|
|
|
105 |
|
00:10:45,030 --> 00:10:48,590 |
|
ููุนุฌูุงุช ุงูุฎูููุฉ ูุฐู ุงู condition of correct |
|
|
|
106 |
|
00:10:48,590 --> 00:10:50,790 |
|
steering contingent five minus contingent theta |
|
|
|
107 |
|
00:10:50,790 --> 00:11:01,050 |
|
ุจูุณุงูู C ุนูู B ุทูุจ |
|
|
|
108 |
|
00:11:04,060 --> 00:11:07,100 |
|
ุชุทุจููุง ุทุจุนุง ุงุญูุง ุนุฑููุง ุงู condition for correct |
|
|
|
109 |
|
00:11:07,100 --> 00:11:07,580 |
|
steering |
|
|
|
110 |
|
00:11:17,600 --> 00:11:21,940 |
|
ุทุจ ุจู
ุง ุนุฑูุช ุงู ุงู condition for correct steering |
|
|
|
111 |
|
00:11:21,940 --> 00:11:28,620 |
|
ุชู
ุชุทููุฑ ู
ุง ูุณู
ู ุฏููุณ steering gear ุงููู ูู ูุงุญุฏุฉ |
|
|
|
112 |
|
00:11:28,620 --> 00:11:31,920 |
|
ุงุณู
ูุง ุฏููุณ ุฏููุณ steering gear ุฏููุณ steering gear |
|
|
|
113 |
|
00:11:31,920 --> 00:11:41,220 |
|
ูู ูุฐุง ุงู front wheel ุนูุฏ ุฏููุงุจ ุนูุฏ B ู |
|
|
|
114 |
|
00:11:41,220 --> 00:11:43,380 |
|
ุฏููุงุจ ุนูุฏ D |
|
|
|
115 |
|
00:12:13,320 --> 00:12:18,320 |
|
ูู ุนูุฏู ุงู ุงู ุงู wheel and b is allowed to rotate |
|
|
|
116 |
|
00:12:18,320 --> 00:12:22,000 |
|
about ููุทุฉ a ุนูุฏู ู
ุญูุฑ ุฏูุฑุงู |
|
|
|
117 |
|
00:12:25,820 --> 00:12:31,180 |
|
ู ุงูููู ุงู ุฏู is allowed to rotate about point C |
|
|
|
118 |
|
00:12:31,180 --> 00:12:43,200 |
|
ูุงุฏ |
|
|
|
119 |
|
00:12:43,200 --> 00:12:48,340 |
|
ุงู link ุจู ุงูู ูุงุฏ ูููุง ุงู link ูุงุญุฏุฉ |
|
|
|
120 |
|
00:12:56,400 --> 00:13:01,260 |
|
ู ุงู DCH ูุฐู link |
|
|
|
121 |
|
00:13:01,260 --> 00:13:05,900 |
|
ูุงุญุฏุฉ |
|
|
|
122 |
|
00:13:05,900 --> 00:13:13,960 |
|
ู ูู ุนูุฏู slider ููุง ุนูุฏู |
|
|
|
123 |
|
00:13:13,960 --> 00:13:18,340 |
|
ููุง slider ู |
|
|
|
124 |
|
00:13:18,340 --> 00:13:24,060 |
|
ุนูุฏู ููุง slider pair sliding pairูุนูุฏู ููุง |
|
|
|
125 |
|
00:13:24,060 --> 00:13:29,020 |
|
revolute pair ูููุง revolute pair ู
ุฑุจูุท ุงููู ูููุง |
|
|
|
126 |
|
00:13:29,020 --> 00:13:38,080 |
|
ุงู link ูุงุฏ ุงู link ูุนูุฏู ููุง sliding pair ุนูุฏ e ู |
|
|
|
127 |
|
00:13:38,080 --> 00:13:45,360 |
|
sliding pair ุนูุฏ f sliding pair ุนูุฏ e ุซุงุจุช ู ุนูุฏ f |
|
|
|
128 |
|
00:13:45,360 --> 00:13:50,420 |
|
ุซุงุจุช ู ุงูุฑุฏ ูุฏููุด |
|
|
|
129 |
|
00:13:54,310 --> 00:14:01,910 |
|
G ูุงูุฑุฏ GH ู
ุณู
ูุญ ูู ูุชุญุฑู ุจูุฐุง ุงูุงุชุฌุงู ูุนูู ู
ุนูุงุชู |
|
|
|
130 |
|
00:14:01,910 --> 00:14:07,550 |
|
ูู ููุช ุงูุณูุงุฑุฉ ูู
ูู ูุชูู ูููุง ูุชูู ูุฐุง ุฒู ููู ูุฐุง |
|
|
|
131 |
|
00:14:07,550 --> 00:14:10,710 |
|
ูููุณุญุจ ุจูุฐุง ุงูุงุชุฌุงู ูู ููุช ุงูุดู
ุงู ูุฐุง ููุฑูุญ ุนูู |
|
|
|
132 |
|
00:14:10,710 --> 00:14:11,830 |
|
ุงูุดู
ุงู |
|
|
|
133 |
|
00:14:19,640 --> 00:14:22,740 |
|
ูุฐู ุงูุฒุงููุฉ ูู
ุง ุงูุณูุงุฑุฉ ู
ุดูุง ุนุฏู ูุฐู ุงูุฒุงููุฉ |
|
|
|
134 |
|
00:14:22,740 --> 00:14:31,460 |
|
ุณุงู
ููุง Alpha ูุฐู ุงูุฒุงููุฉ Alpha |
|
|
|
135 |
|
00:14:31,460 --> 00:14:37,040 |
|
ู
ุนูุงุชู ูุฐู ุฃููุฉ ู ูุธุฑูุฉ ุนู
ู ุงู steering ูู ุงูุณูุงุฑุฉ |
|
|
|
136 |
|
00:14:37,040 --> 00:14:41,200 |
|
ุงู steering ูู ุงูุณูุงุฑุงุช ุงููุฏูู
ุฉ ุทุจุนุง ู ู
ุทูุน |
|
|
|
137 |
|
00:14:41,200 --> 00:14:44,820 |
|
ุงูุณูุงุฑุงุช ุจุงุณู
ูุง Davis steering gear mechanism |
|
|
|
138 |
|
00:14:44,820 --> 00:14:52,130 |
|
Davis steering gear mechanismุงูุงู ุฎููููุง ูุนู
ู ุงู |
|
|
|
139 |
|
00:14:52,130 --> 00:14:56,150 |
|
mathematics ุจุชุงุนูุง ูุชุฃูุฏ ุงู ูู satisfy ุงู ุงูู |
|
|
|
140 |
|
00:14:56,150 --> 00:14:59,930 |
|
satisfy ุงู correct steering condition ูุนูู cot phi |
|
|
|
141 |
|
00:14:59,930 --> 00:15:06,670 |
|
minus cot theta ุจุณูุง ุจู ุนูู ุณู ูุชุทูุน |
|
|
|
142 |
|
00:15:06,670 --> 00:15:18,090 |
|
ุนูู ุดูู ุงูุชุฑ ุชูุตููุง ุงูุง |
|
|
|
143 |
|
00:15:18,090 --> 00:15:24,450 |
|
ุนูุฏู ุณูุงุฑุฉูุฐู ุงูุนุฌูุงุช ุงูุฃู
ุงู
ูุฉ ุฃู ู
ุญูุฑ ุงูุนุฌูุงุช |
|
|
|
144 |
|
00:15:24,450 --> 00:15:44,150 |
|
ุงูุฃู
ุงู
ูุฉ ูุฐู ุนุฌู ููุฐู |
|
|
|
145 |
|
00:15:44,150 --> 00:15:45,270 |
|
ุงูุนุฌูุงุช ุงูุฎูููุฉ |
|
|
|
146 |
|
00:16:04,830 --> 00:16:09,410 |
|
ู ูุงู ุงู chases ููุณูุงุฑุฉ body ุจุชุงุน ุงูุณูุงุฑุฉ ุงู ูููู |
|
|
|
147 |
|
00:16:09,410 --> 00:16:13,070 |
|
ุจุชุงุนูุง |
|
|
|
148 |
|
00:16:13,070 --> 00:16:20,310 |
|
ุนูุฏ |
|
|
|
149 |
|
00:16:20,310 --> 00:16:28,870 |
|
pivot ุนูุฏ a ุนูุฏ pivot ู
ุญูุฑ ุฏูุฑุงู ุนูุฏ ููุทุฉ a ูู
ุญูุฑ |
|
|
|
150 |
|
00:16:28,870 --> 00:16:32,110 |
|
ุฏูุฑุงู ุนูุฏ ููุทุฉ b |
|
|
|
151 |
|
00:16:40,500 --> 00:16:53,620 |
|
ุนูุฏู link ูู ุนูุฏู link ูุฐู ุจุงูุนุฌู ุฌุงู ุฒู ููู it |
|
|
|
152 |
|
00:16:53,620 --> 00:16:54,580 |
|
can slide |
|
|
|
153 |
|
00:17:08,360 --> 00:17:13,320 |
|
ูุงู slide ูู ูุฐุง ุงูุงุชุฌุงู ูุนูุฏ ุงูุนุฌู ุงูุชุงูู ููู |
|
|
|
154 |
|
00:17:13,320 --> 00:17:19,980 |
|
link ููู ู
ุญูุฑ .. ูุงู ุงู link ุทุงูุนุฉ ููู ูู
ุงู |
|
|
|
155 |
|
00:17:19,980 --> 00:17:24,080 |
|
another block ุงููู ู
ู
ูู ุงู link to slide inside |
|
|
|
156 |
|
00:17:24,080 --> 00:17:27,880 |
|
ููู |
|
|
|
157 |
|
00:17:27,880 --> 00:17:36,420 |
|
ุนูุฏ ุงูุฑุฏ ุงูุฑุฏ ุงููู |
|
|
|
158 |
|
00:17:36,420 --> 00:17:37,500 |
|
ูู ุงูุฑุฏ ุงู cd |
|
|
|
159 |
|
00:17:41,770 --> 00:17:48,730 |
|
CD ูู ุนูุฏู ููุง sliding pair sliding |
|
|
|
160 |
|
00:17:48,730 --> 00:17:56,070 |
|
pair ุนูุฏ P ู Q ุงูุณูุงุฑุฉ |
|
|
|
161 |
|
00:17:56,070 --> 00:17:59,970 |
|
ู
ุงุดูุฉ ูุฐู ูู ุงูุฃูู ูุงูุช ุงูุฒุงููุฉ ูุฐู ูุฐู ุงูุฒุงููุฉ |
|
|
|
162 |
|
00:17:59,970 --> 00:18:01,970 |
|
Alpha |
|
|
|
163 |
|
00:18:13,460 --> 00:18:17,720 |
|
ูุฐู ุงูุฒุงููุฉ Alpha |
|
|
|
164 |
|
00:18:17,720 --> 00:18:24,600 |
|
ุงูู
ุณุงูุฉ |
|
|
|
165 |
|
00:18:24,600 --> 00:18:32,720 |
|
ู
ู C ููู
ุญูุฑ ูุฐุง ูุงูุณูุงุฑุฉ |
|
|
|
166 |
|
00:18:32,720 --> 00:18:37,640 |
|
ู
ุด ุนุงุฏู D ููุฐู ุณุชููู ุฃูุถุง D |
|
|
|
167 |
|
00:18:51,220 --> 00:18:55,440 |
|
ุทูุจ ุงูุงู ุงูุณูุงุฑุฉ ุจุฏู ุชูู ุนูู ุงูุดู
ุงู ุจุฏู ุชุนู
ู ุฏูุฑุงู |
|
|
|
168 |
|
00:18:55,440 --> 00:19:01,080 |
|
ุนูู ุงูุดู
ุงู ู
ุนูุงู ุฅุฐุง ูุชุนู
ู ุฏูุฑุงู ุนูู ุงูุดู
ุงู ููุณูุฑ |
|
|
|
169 |
|
00:19:01,080 --> 00:19:12,920 |
|
ุงูุนุฌูุงุช ุงูุนุฌูุฉ ุงููู ุนูู ุงููู
ูู ูููุง ููุฐุง |
|
|
|
170 |
|
00:19:12,920 --> 00:19:15,500 |
|
ุงู ุฑุฏ ููู
ุด ุจูุฐุง ุงูุงุชุฌุงู ููุฒูู ุจูุฐุง ุงูุงุชุฌุงู |
|
|
|
171 |
|
00:19:22,400 --> 00:19:27,120 |
|
ูุฐุง ุณูุตุจุญ C' ูุงูุนุฌูุฉ |
|
|
|
172 |
|
00:19:27,120 --> 00:19:31,120 |
|
B ูู |
|
|
|
173 |
|
00:19:31,120 --> 00:19:39,160 |
|
ุงูุนุฌูุฉ B ุณุฃููุช ูุฃู ูุชุณุญุจ D ูุชุฑูุญ ุนู D' ุณูุตุจุญ ููุง |
|
|
|
174 |
|
00:19:39,160 --> 00:19:40,160 |
|
ุฏู D' |
|
|
|
175 |
|
00:19:49,790 --> 00:19:54,410 |
|
ูุฃู for correct steering for correct street |
|
|
|
176 |
|
00:19:54,410 --> 00:20:02,330 |
|
steering ูุงุฒู
ูููู ููู
ููุณ ุงู instant center for |
|
|
|
177 |
|
00:20:02,330 --> 00:20:13,090 |
|
correct steering ูุงุฒู
ูููู ููู
ููุณ ุงู instant ููุณ |
|
|
|
178 |
|
00:20:13,090 --> 00:20:14,050 |
|
ุงู instant center |
|
|
|
179 |
|
00:20:22,960 --> 00:20:28,380 |
|
ูุฐุง ุงูููุทุฉ I Instant Center ูุฐุง |
|
|
|
180 |
|
00:20:28,380 --> 00:20:41,100 |
|
ุงูููุทุฉ P ูุฐุง |
|
|
|
181 |
|
00:20:41,100 --> 00:20:44,940 |
|
ุงูุฒุงููุฉ Theta |
|
|
|
182 |
|
00:20:44,940 --> 00:20:48,360 |
|
ูุฐุง |
|
|
|
183 |
|
00:20:48,360 --> 00:20:50,960 |
|
ุงูุฒุงููุฉ Phi |
|
|
|
184 |
|
00:21:05,470 --> 00:21:09,330 |
|
ุทูุจุ ุงูุงู ูุฐู ุงู link ูููุง ุจุชููุ ุงู link ูุงู ุฒูู ู |
|
|
|
185 |
|
00:21:09,330 --> 00:21:13,870 |
|
ููุชุ ููุช ููุณ ุงูุฒุงููุฉุ ู
ุนูุงุชู ูุฐู ุงูุฒุงููุฉ ูุงู ููุฐู |
|
|
|
186 |
|
00:21:13,870 --> 00:21:17,050 |
|
ูุชููู ุจุฑุถู ูู |
|
|
|
187 |
|
00:21:28,890 --> 00:21:33,870 |
|
ุงูุงู ุนูุฏ ูุงุฏู ุซูุชุง ูุชููู ุงูุฒุงููุฉ ูุงุฏู ูุงุฏู ุงูุฒุงููุฉ |
|
|
|
188 |
|
00:21:33,870 --> 00:21:38,350 |
|
ุซูุชุง |
|
|
|
189 |
|
00:21:38,350 --> 00:21:41,390 |
|
ุทุจุนุง |
|
|
|
190 |
|
00:21:41,390 --> 00:21:51,630 |
|
ููุทุฉ C ุงุชุญุฑูุช ู C prime ู
ุนูุงู ุชู
ุดูุช ู
ุณุงูุฉ X ู |
|
|
|
191 |
|
00:21:51,630 --> 00:21:57,640 |
|
ุงูููุทุฉ D ุฑุงุญุช ู D prime ุจุฑุถู ููุณ ุงูู
ุณุงูุฉ Xูุฃู ูุฐุง |
|
|
|
192 |
|
00:21:57,640 --> 00:22:08,520 |
|
ุญุฑูุชู translation motion ุงุชุญุฑู ููุณ ุงูู
ุณุงูุฉ X ูุฃู |
|
|
|
193 |
|
00:22:08,520 --> 00:22:16,760 |
|
ูู ุฎูุชูุง ุงูู
ุซูุซ A A' C' ุงูู
ุซูุซ |
|
|
|
194 |
|
00:22:26,400 --> 00:22:32,740 |
|
A A' C' |
|
|
|
195 |
|
00:22:33,680 --> 00:22:39,300 |
|
ุงูุฒุงููุฉ |
|
|
|
196 |
|
00:22:39,300 --> 00:22:45,120 |
|
ุงููููุฉ ูุฐู ูู ุนุจุงุฑุฉ ุนู Alpha ุฒุงุฆุฏ Phi ุชุงู Alpha |
|
|
|
197 |
|
00:22:45,120 --> 00:22:53,760 |
|
ุฒุงุฆุฏ Phi ูุฐุง ุงูุชุงู ุงูุฒุงููุฉ ูุฐู ุชุงู Alpha ุฒุงุฆุฏ |
|
|
|
198 |
|
00:22:53,760 --> 00:22:59,700 |
|
Phiููุณุงูู a' |
|
|
|
199 |
|
00:23:00,060 --> 00:23:09,020 |
|
c' ุนูู |
|
|
|
200 |
|
00:23:09,020 --> 00:23:13,020 |
|
a |
|
|
|
201 |
|
00:23:13,020 --> 00:23:19,920 |
|
a' ุทุจุนุง |
|
|
|
202 |
|
00:23:19,920 --> 00:23:21,740 |
|
ูุฐู ุงูู
ุณุงูุฉ ูุณู
ููุง a |
|
|
|
203 |
|
00:23:25,990 --> 00:23:36,910 |
|
ูุฐู A ููุฐู C ููุฐู |
|
|
|
204 |
|
00:23:36,910 --> 00:23:38,270 |
|
ุงูู
ุณุงูุฉ B |
|
|
|
205 |
|
00:23:51,080 --> 00:23:55,560 |
|
ุจูุญูู ููุง ุงูู alpha ุฒุงุฆุฏ five ุจูุณูุง a prime c |
|
|
|
206 |
|
00:23:55,560 --> 00:24:01,400 |
|
prime ุนูู a prime a ุงู a prime c prime ุนุจุงุฑุฉ ุนู a |
|
|
|
207 |
|
00:24:01,400 --> 00:24:16,040 |
|
prime c ุฒุงุฆุฏ c c prime ุจุชุณุงูู a prime c ุฒุงุฆุฏ |
|
|
|
208 |
|
00:24:16,040 --> 00:24:28,360 |
|
c c prime ุนููุงูู A A' ูุฐู ุนุจุงุฑุฉ ุนู A ุจุชุณุงูู |
|
|
|
209 |
|
00:24:28,360 --> 00:24:36,800 |
|
ูุฃู ุงู A' C ุนุจุงุฑุฉ ุนู D ู |
|
|
|
210 |
|
00:24:36,800 --> 00:24:44,620 |
|
ุงู CC' ุนุจุงุฑุฉ ุนู X D ุฒุงุฆุฏ X ุนูู A |
|
|
|
211 |
|
00:24:49,520 --> 00:24:54,760 |
|
ุทูุจ ู
ู ุงูููุงููู ุงููู .. ุงููู ูู ุงูู Geometry Tan |
|
|
|
212 |
|
00:24:54,760 --> 00:25:03,920 |
|
Alpha ุฒุงุฆุฏ Phi Tan |
|
|
|
213 |
|
00:25:03,920 --> 00:25:07,100 |
|
Alpha |
|
|
|
214 |
|
00:25:07,100 --> 00:25:17,520 |
|
ุฒุงุฆุฏ Phi ููููู ุณุงูู Tan Alpha ุฒุงุฆุฏ Tan Phi ูุฏุฑุฌุฉ |
|
|
|
215 |
|
00:25:17,520 --> 00:25:27,390 |
|
ุนูู ุงู calculusุนูู ูุงุญุฏ ูุงูุต ุชุงู ุงูู ูู ุชุงู ูู ูุฐู |
|
|
|
216 |
|
00:25:27,390 --> 00:25:31,650 |
|
ุจุชุณุงูู D |
|
|
|
217 |
|
00:25:31,650 --> 00:25:38,110 |
|
ุนูู A D |
|
|
|
218 |
|
00:25:38,110 --> 00:25:42,210 |
|
ุงู |
|
|
|
219 |
|
00:25:42,210 --> 00:25:46,330 |
|
ุฎูููุง D ุฒุงุฆุฏ X ุนูู A |
|
|
|
220 |
|
00:25:49,930 --> 00:25:59,470 |
|
ุทูุจ ูู ุฃุฎุฏุช ุงูู
ุซูุซ A A' C ุงูู
ุซูุซ A |
|
|
|
221 |
|
00:25:59,470 --> 00:26:07,330 |
|
A' C ููุทูุน ุนูุฏู ุชุงู ุชุงู ุงูุฒูุงูุง ุงููุงุฏู ุงููู ูู |
|
|
|
222 |
|
00:26:07,330 --> 00:26:16,830 |
|
Alpha ุชุงู Alpha ููููู ุณุงูู A' C ุนูู A A' |
|
|
|
223 |
|
00:26:20,540 --> 00:26:26,900 |
|
ุงูู A' C ุงููู ูู ุจูุฑุง ุนู D ุจูุฑุง |
|
|
|
224 |
|
00:26:26,900 --> 00:26:33,820 |
|
ุนู D ุนูู A ูุนูู |
|
|
|
225 |
|
00:26:33,820 --> 00:26:44,880 |
|
ุงูุง ุญุงุณูู ุงู ุนูุฏู ุงู 10 Alpha ุฒุงุฆุฏ Phi ุญุณุงูู |
|
|
|
226 |
|
00:26:44,880 --> 00:26:53,470 |
|
ุงู 10 Alphaุงููู ูู D ุนูู A ุฒุงุฆุฏ |
|
|
|
227 |
|
00:26:53,470 --> 00:26:57,450 |
|
Tan Phi ุนูู |
|
|
|
228 |
|
00:26:57,450 --> 00:27:07,850 |
|
ูุงุญุฏ minus ุงู D ุนูู A ุงู |
|
|
|
229 |
|
00:27:07,850 --> 00:27:16,510 |
|
Tan Alpha ุงููู ุญูููุง ุงููู ูู D ุนูู A ุฒุงุฆุฏ D ุนูู A |
|
|
|
230 |
|
00:27:16,510 --> 00:27:28,940 |
|
ูู Tanุงูู Fi ุจูุณุงูู D ุฒุงุฏ X ุนูู A ูู ุถุฑุจุช ุงู bus |
|
|
|
231 |
|
00:27:28,940 --> 00:27:35,280 |
|
ูู A ู ุงูู
ูุงู
ูู Mุ ู
ุง ุจูุบูุฑุดุ ูุณูุฑ ุนูุฏู ูุทุจ ุงู |
|
|
|
232 |
|
00:27:35,280 --> 00:27:45,520 |
|
bus ูู A ุจูุณูุฑ ุนูุฏ D ุฒุงุฏ A tan Fi ุนูู A |
|
|
|
233 |
|
00:27:48,080 --> 00:28:08,360 |
|
-D tan ูุงู ุจุณุงูู D ุฒุงุฏ X ุนูู A ุทูุจ |
|
|
|
234 |
|
00:28:08,360 --> 00:28:11,940 |
|
ุจุฏู ุงุนู
ู cross ุญุณูุจ ุนูุฏ ุฏู A |
|
|
|
235 |
|
00:28:16,460 --> 00:28:27,440 |
|
ุฒุงุฆุฏ a squared tan phi ูุชุณุงูู a |
|
|
|
236 |
|
00:28:27,440 --> 00:28:30,640 |
|
ูู |
|
|
|
237 |
|
00:28:30,640 --> 00:28:35,600 |
|
d ุฒุงุฆุฏ x minus |
|
|
|
238 |
|
00:28:35,600 --> 00:28:42,920 |
|
d tan phi ูู d ุฒุงุฆุฏ x |
|
|
|
239 |
|
00:28:46,060 --> 00:28:49,380 |
|
ูุฃู ูุฌูุจ ูุฏู ุนูู ุงูุฌูุฉ ุงูุชุงููุฉ ูุณูุจ ุนูุฏู a square |
|
|
|
240 |
|
00:28:49,380 --> 00:29:00,360 |
|
ู ูุงุฎุฏ tan phi ุนูู ู
ุดุชุฑู ุฒุงุฆุฏ d ูู d ุฒุงุฆุฏ x ูู tan |
|
|
|
241 |
|
00:29:00,360 --> 00:29:07,040 |
|
phi ุจุงูุณุงููุฉ |
|
|
|
242 |
|
00:29:07,040 --> 00:29:13,660 |
|
a d ุฒุงุฆุฏ a x minus a d |
|
|
|
243 |
|
00:29:18,830 --> 00:29:25,990 |
|
ููุฑูุญ ุญุฏ ู
ุน ุญุฏุ ุจูู ุฃูุง ุฃุชุญุณู ุนู ุฏู a squared ุฒุงุฆุฏ |
|
|
|
244 |
|
00:29:25,990 --> 00:29:34,730 |
|
d squared ุฒุงุฆุฏ dx ุฃู ู
ุจุงุดุฑุฉ ุฃุญูู ุฃูู tan phi tan |
|
|
|
245 |
|
00:29:34,730 --> 00:29:38,870 |
|
phi ุจุชุณุงูู |
|
|
|
246 |
|
00:29:38,870 --> 00:29:42,110 |
|
ax |
|
|
|
247 |
|
00:29:42,110 --> 00:29:44,930 |
|
ุนูู |
|
|
|
248 |
|
00:29:48,900 --> 00:30:00,160 |
|
ุจุณุชูู ax ุนูู aยฒ ุฒุงุฆุฏ dยฒ ุฒุงุฆุฏ d ูู x ูู ุฏู tan ูุงู |
|
|
|
249 |
|
00:30:00,160 --> 00:30:06,580 |
|
ู
ุนูุงู ุชููู tangent ูุงู ูุชุณุชูู |
|
|
|
250 |
|
00:30:06,580 --> 00:30:16,200 |
|
ุงูุนูุณ a ุชุฑุจูุน ุฒุงุฆุฏ d ุชุฑุจูุน ุฒุงุฆุฏ dx ุนูู ax |
|
|
|
251 |
|
00:30:22,470 --> 00:30:27,670 |
|
ุทูุจ ุจููุณ ุงูู
ูุทูุฉ ููุฌู ุนูู ุงูุนุฌู ุนูู ุงูุดู
ุงู ูุงุฎุฏ |
|
|
|
252 |
|
00:30:27,670 --> 00:30:31,610 |
|
ุงูู
ุซูุซ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ |
|
|
|
253 |
|
00:30:31,610 --> 00:30:32,790 |
|
ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ |
|
|
|
254 |
|
00:30:32,790 --> 00:30:37,450 |
|
ุจ ุจ ุจ ุจ ุจ ุจ |
|
|
|
255 |
|
00:30:37,450 --> 00:30:39,030 |
|
ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ |
|
|
|
256 |
|
00:30:39,030 --> 00:30:41,310 |
|
ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ |
|
|
|
257 |
|
00:30:41,310 --> 00:30:41,310 |
|
ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ |
|
|
|
258 |
|
00:30:41,310 --> 00:30:42,990 |
|
ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ |
|
|
|
259 |
|
00:30:42,990 --> 00:30:42,990 |
|
ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ |
|
|
|
260 |
|
00:30:42,990 --> 00:30:42,990 |
|
ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ ุจ |
|
|
|
261 |
|
00:30:49,590 --> 00:30:54,070 |
|
ุงูุฒุงููุฉ ุงููููุฉ ูุฐู Alpha ููุฐู ุฒุงููุฉ ูุฐู Alpha ููุฐู |
|
|
|
262 |
|
00:30:54,070 --> 00:31:04,510 |
|
Theta ู
ุนูุงุชู ุชุงู Alpha ูุงูุต Theta ุชุงู Alpha minus |
|
|
|
263 |
|
00:31:04,510 --> 00:31:08,570 |
|
Theta Alpha |
|
|
|
264 |
|
00:31:08,570 --> 00:31:14,010 |
|
ุชุงู Alpha minus |
|
|
|
265 |
|
00:31:14,010 --> 00:31:18,110 |
|
Theta ูุชุณุงูู |
|
|
|
266 |
|
00:31:19,760 --> 00:31:38,100 |
|
B' D' B' D' ุนูู B B B' B B' ุงูุขู B' D' ูุฐุง ุนุจุงุฑุฉ |
|
|
|
267 |
|
00:31:38,100 --> 00:31:43,280 |
|
ุนู D ูุงูุต X D minus |
|
|
|
268 |
|
00:31:43,280 --> 00:31:48,080 |
|
X ุนูู B B' ุงููู ูู H A |
|
|
|
269 |
|
00:31:54,030 --> 00:32:01,790 |
|
ูู ููุณ ุงูููุช ูุฐู tan alpha ูุชููู ุชุณุงูู tan alpha |
|
|
|
270 |
|
00:32:01,790 --> 00:32:06,830 |
|
ูุงูุต tan alpha ูุงูุต theta ูุชููู ุชุณุงูู tan alpha |
|
|
|
271 |
|
00:32:06,830 --> 00:32:20,110 |
|
minus tan theta ุนูู ูุงุญุฏ ุฒุงุฆุฏ tan alpha tan |
|
|
|
272 |
|
00:32:20,110 --> 00:32:22,410 |
|
theta |
|
|
|
273 |
|
00:32:26,880 --> 00:32:39,680 |
|
ุทูุจ ูุงุฎุฏ ุงูู
ุซูุซ ุจู ุจู ุจุฑุงูู
ุฏู ุงูู
ุซูุซ ุงู |
|
|
|
274 |
|
00:32:39,680 --> 00:32:45,800 |
|
ูุด ุฏุงุนู ุงูุงู ุญุฏ ูุชุณุงูู ุงูุงู |
|
|
|
275 |
|
00:32:45,800 --> 00:32:50,400 |
|
ุชุงู ุฃูู ุงุญูุง ุญุงููู ุงูุง already ุญุณุจูุง ุชุงู ุฃูู ุชุงู |
|
|
|
276 |
|
00:32:50,400 --> 00:32:53,020 |
|
ุฃูู ุงููู ูู ุฏู ุนูู ุงูู ูุชููู ุฏู |
|
|
|
277 |
|
00:32:56,400 --> 00:33:04,320 |
|
D minus X ุนูู A ุจุตูุช 10 Alpha ุงููู ูู D ุนูู A D |
|
|
|
278 |
|
00:33:04,320 --> 00:33:09,500 |
|
ุนูู A Minus |
|
|
|
279 |
|
00:33:09,500 --> 00:33:24,820 |
|
10 Theta ุนูู ูุงุญุฏ ุฒุงุฆุฏ D ุนูู A 10ฮธ ูุถุฑุจ ุงูุจุตุฑ ูู a |
|
|
|
280 |
|
00:33:24,820 --> 00:33:29,660 |
|
ูุงูู
ูุงู
ุนูู a ู
ุง ุจุชุบูุฑุด ุงูู ูุชุตูุฑ ุงู ุฏู d minus x |
|
|
|
281 |
|
00:33:29,660 --> 00:33:47,180 |
|
ุนูู a ุจุงูุณุงููุฉ d minus a tan ฮธ ุนูู a ุฒุงุฆุฏ d tan |
|
|
|
282 |
|
00:33:48,630 --> 00:34:02,570 |
|
ุซูุชุง ูุนู
ู cross ูุตูุฑ ุนูุฏู a ูุตูุฑ ุนูุฏู a d ูุงูุต |
|
|
|
283 |
|
00:34:02,570 --> 00:34:11,790 |
|
a ุชุฑุจูุน tan ุซูุชุง ููุณุงูู a ูู d minus x |
|
|
|
284 |
|
00:34:17,530 --> 00:34:36,210 |
|
ุฒุงุฆุฏ D ูู D minus X Tan Theta ุงูุขู |
|
|
|
285 |
|
00:34:36,210 --> 00:34:39,750 |
|
ูุฌูุจ ุงู Tan Theta ุนูู ุงูุฌูุฉ ุงูุชุงููุฉ ูุณู ูุนูุฏู A |
|
|
|
286 |
|
00:34:39,750 --> 00:34:43,710 |
|
Square A |
|
|
|
287 |
|
00:34:43,710 --> 00:34:44,110 |
|
Square |
|
|
|
288 |
|
00:34:47,120 --> 00:34:58,920 |
|
ุฒุงุฏ dยฒ minus dx ูู tan ฮธ ุฃูุง |
|
|
|
289 |
|
00:34:58,920 --> 00:35:09,960 |
|
ุฌุจุช ูุงุฏู ููู ูุชููู ุงูุณูุงุก ุง ุฏู ุง ุฏู |
|
|
|
290 |
|
00:35:09,960 --> 00:35:14,120 |
|
minus ุง |
|
|
|
291 |
|
00:35:15,250 --> 00:35:21,730 |
|
ูู D minus X ูุนูู |
|
|
|
292 |
|
00:35:21,730 --> 00:35:26,550 |
|
ุนูุฏู ููุง A D ุจุชุฑูุญ ู
ุน A D ุจูุถูุงุด A X ู
ุนูุงุชู tan ฮธ |
|
|
|
293 |
|
00:35:26,550 --> 00:35:36,450 |
|
ุชุงู ุซุชุง ูุชุณุงูู tan ฮธ ูุชุณุงูู |
|
|
|
294 |
|
00:35:36,450 --> 00:35:42,050 |
|
A X ุนูู |
|
|
|
295 |
|
00:35:42,050 --> 00:35:44,190 |
|
A Square |
|
|
|
296 |
|
00:35:47,700 --> 00:35:56,620 |
|
ุนูู a squared ุฒุงุฆุฏ d squared minus dx ู
ุนูุงู ุงู |
|
|
|
297 |
|
00:35:56,620 --> 00:36:03,640 |
|
quotient ุนูุณูุง quotient theta ูุชุณุงูู |
|
|
|
298 |
|
00:36:03,640 --> 00:36:11,500 |
|
a squared ุฒุงุฆุฏ d squared minus dx ุนูู ax |
|
|
|
299 |
|
00:36:15,350 --> 00:36:20,050 |
|
ุงูุงู ุฎูููู ุงู
ุณุญ ู ุงุฎูู ุงูุดุบูุงุช ุงููู ุจุชูู
ูู ุญุงููุง |
|
|
|
300 |
|
00:36:20,050 --> 00:36:41,930 |
|
ุจุชูู
ูู ูุฐู ุงูู
ุนุงุฏูุฉ ุงุญูุง already ูุฐู ุนู
ููุงูุง ุงุญูุง |
|
|
|
301 |
|
00:36:41,930 --> 00:36:42,410 |
|
ูุตููุง |
|
|
|
302 |
|
00:36:47,500 --> 00:36:54,900 |
|
ููุตููุง ุงู quotient phi ุจุงูุณุงููุฉ |
|
|
|
303 |
|
00:36:54,900 --> 00:37:06,320 |
|
a squared ุฒุงุฆุฏ d squared ุฒุงุฆุฏ dx ุนูู ax ู quotient |
|
|
|
304 |
|
00:37:06,320 --> 00:37:17,350 |
|
theta ุจุงูุณุงููุฉ a squaredุฒู ุฏู ุณูููุฑ ู
ุงูููุณ ุฏู ุงูุณ |
|
|
|
305 |
|
00:37:17,350 --> 00:37:25,170 |
|
ุนูู ุงูุณ ูุฐุง ุงูุฎูุงุตุฉ ูุตููุง ููุง ู
ุนูุงุชู ุงููู ููุฏ ุงุญูู |
|
|
|
306 |
|
00:37:25,170 --> 00:37:32,410 |
|
contingent ูุงู ู
ุงูููุณ contingent ุซูุชุง ูุงุฎุฏ ุงูุณ ุนูู |
|
|
|
307 |
|
00:37:32,410 --> 00:37:32,970 |
|
ู
ุดุชุฑู |
|
|
|
308 |
|
00:37:35,650 --> 00:37:47,310 |
|
ููููู ุนูุฏู aยฒ ุฐุงุช dยฒ ุฐุงุช dx minus aยฒ ุฐุงุช dยฒ minus |
|
|
|
309 |
|
00:37:47,310 --> 00:37:55,810 |
|
dx ููุณุงูู ููุฑูุญ aยฒ ู
ุน aยฒ ูdยฒ ู
ุน dยฒ ุฏู ุงูุณ ุจูุตูุฑ |
|
|
|
310 |
|
00:37:55,810 --> 00:38:02,650 |
|
two dx ุจูุณุงูู two dx ุนูู ax ูุนูู ุจูุณุงูู ุงุชููู |
|
|
|
311 |
|
00:38:05,130 --> 00:38:14,230 |
|
ุนูู ุง ุงุชููู ุฏู ุนูู ุง ุงู |
|
|
|
312 |
|
00:38:14,230 --> 00:38:18,970 |
|
ุฏู ุนูู ุง ุงุญูุง ุญูููุง ุงููู ูู ten alpha ูุนูู ูุชููู |
|
|
|
313 |
|
00:38:18,970 --> 00:38:27,130 |
|
ุงูุณุงููุฉ ุงุชููู ten alpha ุงููู ุงุญูุง for correct |
|
|
|
314 |
|
00:38:27,130 --> 00:38:31,130 |
|
correct steering |
|
|
|
315 |
|
00:38:34,860 --> 00:38:39,800 |
|
ูุงุฒู
ูููู ุนูุฏู ุงูุชุงูู ูุงุฒู
ูููู ุนูุฏู cot ูู minus |
|
|
|
316 |
|
00:38:39,800 --> 00:38:45,920 |
|
cot ฮธ ุชุณุงูู ุจู |
|
|
|
317 |
|
00:38:45,920 --> 00:38:55,960 |
|
ุนูู ุณู ุจู ุนูู ุณู ุจู ุนูู ุณู ุจู ุนูู ุณู ุนุดุงู ุงู |
|
|
|
318 |
|
00:38:55,960 --> 00:38:59,500 |
|
correct steering ูุนูู ูู ุงูุฃุฑุจุน ุนุฌูุงุช ููู
ููุณ ู
ุฑูุฒ |
|
|
|
319 |
|
00:38:59,500 --> 00:39:08,970 |
|
ุฏูุฑุงู ุงููุญุธุฉ ุงููู ูู ุจุชุณุงููุงุชููู ุชุงู ุฃููุฉ ูุนูู ุชุงู |
|
|
|
320 |
|
00:39:08,970 --> 00:39:16,750 |
|
ุฃููุฉ ูุชุณูู ุจู ุนูู ุงุชููู ุณู |
|
|
|
321 |
|
00:39:19,610 --> 00:39:23,110 |
|
ูุนูู to satisfy the condition of correct steering |
|
|
|
322 |
|
00:39:23,110 --> 00:39:27,230 |
|
ูุงุฒู
ุชููู ุงูุฒุงููุฉ Alpha ูู
ุชูุง B ุนูู 2C otherwise |
|
|
|
323 |
|
00:39:27,230 --> 00:39:31,890 |
|
ูุงุฒู
ุชููู ุงูุฒุงููุฉ Alpha ูู
ุชูุง B ุนูู 2C otherwise |
|
|
|
324 |
|
00:39:31,890 --> 00:39:37,370 |
|
ูุงุฒู
ุชููู ุงูุฒุงููุฉ Alpha ูู
ุชูุง B ุนูู 2C otherwise |
|
|
|
325 |
|
00:39:37,370 --> 00:39:37,930 |
|
ูุงุฒู
ุชููู ุงูุฒุงููุฉ Alpha ูู
ุชูุง B ุนูู 2C otherwise |
|
|
|
326 |
|
00:39:37,930 --> 00:39:38,290 |
|
ูุงุฒู
ุชููู ุงูุฒุงููุฉ Alpha ูู
ุชูุง B ุนูู 2C otherwise |
|
|
|
327 |
|
00:39:38,290 --> 00:39:39,110 |
|
ูุงุฒู
ุชููู ุงูุฒุงููุฉ Alpha ูู
ุชูุง B ุนูู 2C otherwise |
|
|
|
328 |
|
00:39:39,110 --> 00:39:39,370 |
|
ูุงุฒู
ุชููู ุงูุฒุงููุฉ Alpha ูู
ุชูุง B ุนูู 2C otherwise |
|
|
|
329 |
|
00:39:39,370 --> 00:39:41,110 |
|
ูุงุฒู
ุชููู ุงูุฒุงููุฉ Alpha ูู
ุชูุง B ุนูู 2C otherwise |
|
|
|
330 |
|
00:39:41,110 --> 00:39:46,090 |
|
ูุงุฒู
ุชููู ุงูุฒุงููุฉ Alpha ูู
ุชูุง B ุนูู 2C otherwise |
|
|
|
331 |
|
00:39:46,090 --> 00:39:48,070 |
|
ูุงุฒู
ุชููู ุงูุฒุงููุฉ Alpha ูู
ุชูุง B ุนูู 2C otherwise |
|
|
|
332 |
|
00:39:48,070 --> 00:39:48,210 |
|
ูุงุฒู
ุชููู ุงูุฒุงููุฉ Alpha ูู
ุชูุง |
|
|
|
333 |
|
00:39:59,930 --> 00:40:03,750 |
|
ุทูุจ ุฒู ู
ุง ุญูููุง ุงู ten alpha ุจุงูุณูุงุก ุงู C ุฃู |
|
|
|
334 |
|
00:40:03,750 --> 00:40:14,330 |
|
ุจุงูุณูุงุก ุงููู ูู B ูู ุฅุดู ุบูุท ุดููู ุนูุฏููู D ุนูู A |
|
|
|
335 |
|
00:40:14,330 --> 00:40:20,930 |
|
ุงููู ูู ten alpha ุงุชููู ten alphaูุนูู ุดููู ู
ุฎุฑุจุท |
|
|
|
336 |
|
00:40:20,930 --> 00:40:25,910 |
|
ุนูู ุงููู ูู
ุชุงู ุฃูู ุชุทูุน ุงููู ูู C ุนูู ุงุชููู ุจูู C |
|
|
|
337 |
|
00:40:25,910 --> 00:40:32,450 |
|
C ุนูู ุงุชููู ุจูู ุงูุงู ุงุชุจุนูุง ููู ูู ุงูุด ุงู ุงูุง |
|
|
|
338 |
|
00:40:32,450 --> 00:40:36,350 |
|
ุงุนูุณูุง ุงุชุจุนููุง ูู ุงูุงุดุชูุงูุงุช ุงูุณุงุจูุฉ ุชุดูู ููู ูู |
|
|
|
339 |
|
00:40:36,350 --> 00:40:40,910 |
|
ุฎุทุฃ ู
ุง ุทูุจ |
|
|
|
340 |
|
00:40:40,910 --> 00:40:46,490 |
|
ุงูุญู |
|
|
|
341 |
|
00:40:46,490 --> 00:40:46,890 |
|
example |
|
|
|
342 |
|
00:41:06,790 --> 00:41:09,730 |
|
in a Davis steering gear the distance between the |
|
|
|
343 |
|
00:41:09,730 --> 00:41:15,070 |
|
pivots of the front axle in a Davis steering gear |
|
|
|
344 |
|
00:41:15,070 --> 00:41:17,630 |
|
the distance between the pivots of the front axle |
|
|
|
345 |
|
00:41:17,630 --> 00:41:23,490 |
|
is ุงูู
ุณุงูุฉ ูุฐู ู
ุน |
|
|
|
346 |
|
00:41:23,490 --> 00:41:27,950 |
|
ุงูุทูู ุงููู ูู ุงูู
ุณุงูุฉ C ุงูู
ุณุงูุฉ |
|
|
|
347 |
|
00:41:27,950 --> 00:41:31,670 |
|
C ูุงุญุฏ |
|
|
|
348 |
|
00:41:31,670 --> 00:41:40,550 |
|
point ุงุชููู ู
ุชุฑand the wheel base ุงููู ูู B ุณูู |
|
|
|
349 |
|
00:41:40,550 --> 00:41:46,510 |
|
ุงุชููู ู ุณุจุนุฉ ู ุนุดุฑุฉ ู
ุชุฑ find the inclination of |
|
|
|
350 |
|
00:41:46,510 --> 00:41:49,370 |
|
the track arm to the longitudinal axis of the gear |
|
|
|
351 |
|
00:41:49,370 --> 00:41:51,650 |
|
when it is moving along a straight line ุจุฏู ุงูู |
|
|
|
352 |
|
00:41:51,650 --> 00:41:58,110 |
|
ูุนูู ุงุญูุง ุญูููุง ten ุงูู ten |
|
|
|
353 |
|
00:41:58,110 --> 00:42:01,870 |
|
ุงูู ุจุงูุณุงูุฉ |
|
|
|
354 |
|
00:42:01,870 --> 00:42:09,160 |
|
ุงู Cุนูู ุงุชููู ุจู ูุนูู ูุชููู ุงู C ุนูุฏ ูุงุญุฏ point |
|
|
|
355 |
|
00:42:09,160 --> 00:42:16,780 |
|
ุงุชููู ุนูู ุงุชููู ูู ุงุชููู ุณุจุน ุนุดุฑ ุงู ู
ููุง ุจุญุณุจ ุงู |
|
|
|
356 |
|
00:42:16,780 --> 00:42:17,060 |
|
alpha |
|
|
|
357 |
|
00:42:32,480 --> 00:42:36,060 |
|
ูุฃู ูู ูููุฉ ุชุงููุฉ ูู steering ูู ุงูุณูุงุฑุฉ ุชุณู
ู A |
|
|
|
358 |
|
00:42:36,060 --> 00:42:39,200 |
|
-Carman Steering Gear Mechanism A-Carman Steering |
|
|
|
359 |
|
00:42:39,200 --> 00:42:42,120 |
|
Gear Mechanism ุฎูููุง ูุดูู ู ุจุนุฏูู ูุทูุน ุงููุฑู ุจูู |
|
|
|
360 |
|
00:42:42,120 --> 00:42:48,820 |
|
ุงูุชูุชูู ูู ุงู A-Carman Steering Mechanism ูุฐู |
|
|
|
361 |
|
00:42:48,820 --> 00:42:57,320 |
|
ุงูุนุฌูุงุช ุงูุฃู
ุงู
ูุฉ ููุฐู ุงูุนุฌูุงุช ุงูุฎูููุฉ ุนูุฏู ูุฐุง ูู |
|
|
|
362 |
|
00:42:57,320 --> 00:43:01,980 |
|
ุงูู
ุญูุฑ ุงูุฃู
ุงู
ู ููุณูุงุฑุฉ ููุฐุง ุงูู
ุญูุฑ ุงูุฎููู ููุณูุงุฑุฉ |
|
|
|
363 |
|
00:43:04,460 --> 00:43:07,980 |
|
ุงูุงู ุนูุฏู ูุฐู ุงู link ู
ุฑุจูุทุฉ ูู ุงูุนุฌู ุงููู ุงูุง ุจุฏู |
|
|
|
364 |
|
00:43:07,980 --> 00:43:10,660 |
|
ุฃูู ุนูู ุงูุดู
ุงู ูุฐู ุงู link ู
ุฑุจูุทุฉ ูู ุงูุนุฌู ุงููู |
|
|
|
365 |
|
00:43:10,660 --> 00:43:12,740 |
|
ุนูู ุงููู
ูู ู ูุฐู ุงู link ู
ุฑุจูุทุฉ ูู ุงูุนุฌู ุงููู ุนูู |
|
|
|
366 |
|
00:43:12,740 --> 00:43:19,100 |
|
ุงูุดู
ุงู ู
ุนูุงุชู ูุฐู four bar linkage ุนูุฏู ูุงุญุฏ ุงุชููู |
|
|
|
367 |
|
00:43:19,100 --> 00:43:24,300 |
|
ุชูุงุชุฉ ุงุฑุจุนุฉ ุงูู |
|
|
|
368 |
|
00:43:24,300 --> 00:43:28,800 |
|
ุดู ูู ุงู a car man steering mechanism ุงู steering |
|
|
|
369 |
|
00:43:28,800 --> 00:43:33,030 |
|
mechanism ุฌุงูุฉ ูุฑุง ุงู front axleูู ุงูู Devastating |
|
|
|
370 |
|
00:43:33,030 --> 00:43:37,410 |
|
Mechanism ุฌุงููุณุชูุฑู ู
ููุงููุฒู
ุฃู
ุงู
ุงูู front axle |
|
|
|
371 |
|
00:43:37,410 --> 00:43:42,450 |
|
ูุงู ุฑูู
ูุงุญุฏ ุฑูู
ุงุชููู ุงู Acerman ูู ุงู .. ูู ุงู |
|
|
|
372 |
|
00:43:42,450 --> 00:43:45,810 |
|
.. ูู ุงู Devastating Mechanism ูู ุนูุฏู sliding |
|
|
|
373 |
|
00:43:45,810 --> 00:43:50,410 |
|
pairs ูู ุงู Acerman ู
ุงููุด ุนูุฏู ุงู sliding pair ููู |
|
|
|
374 |
|
00:43:50,410 --> 00:43:53,910 |
|
revolute ูุงู ูุงุญุฏ revolute .. revolute .. revolute |
|
|
|
375 |
|
00:43:53,910 --> 00:43:57,830 |
|
.. revolute ุทุจุนุง ุงู revolute ุงููู ุชุนุงู
ู ู
ุนุงูุง ุฃุณู |
|
|
|
376 |
|
00:43:57,830 --> 00:44:05,210 |
|
ู ู
ุดุงูููุง ุฃููุจุณ ู
ุด ูุชููู exact .. exact .. ู
ุด |
|
|
|
377 |
|
00:44:05,210 --> 00:44:11,310 |
|
ูุชููู exact .. ู
ุด ูุชุญูู ุงู condition for correct |
|
|
|
378 |
|
00:44:11,310 --> 00:44:14,330 |
|
steering ู
ูุฉ ูู ุงูู
ูุฉ ูุชููู very close ูู correct |
|
|
|
379 |
|
00:44:14,330 --> 00:44:20,790 |
|
steering mechanism ุฅุฐุง ุญุฏ ู
ุนูู ุงูุชูุงุตูู ุฃูุชุฑ ู
ู
ูู |
|
|
|
380 |
|
00:44:20,790 --> 00:44:23,710 |
|
ุชุฑุฌุน ูู YouTube ุฃู ุงู net ูุชุฑูู ุชูุงุตูู ูุชูุฑ |
|
|
|
381 |
|
00:44:23,710 --> 00:44:27,630 |
|
ููุญุณุงุจุงุช ุทุจุนุง ูุฏ ุจุจุณุงุทุฉ ูุฏ four partfor bar |
|
|
|
382 |
|
00:44:27,630 --> 00:44:33,230 |
|
mechanism ู
ู
ูู ุงุนุชุจุฑ ูุฐู ุงูุฒุงููุฉ ูุงู ููุฐู ุงูุฒุงููุฉ |
|
|
|
383 |
|
00:44:33,230 --> 00:44:39,330 |
|
ุซูุชุง ูู ุญุงุฌุฉ ุจุชุนู
ู mathematics ุชุงุนุชูุง ุจูุญุณ ุงู |
|
|
|
384 |
|
00:44:39,330 --> 00:44:44,330 |
|
ูุชูุฌุฏ ุงู condition for correct steering ุงู ุงู |
|
|
|
385 |
|
00:44:44,330 --> 00:44:47,810 |
|
instance center rotation ููุงุฑุจุน ุนุฌูุงุช ูุงุฒู
ูููู |
|
|
|
386 |
|
00:44:47,810 --> 00:44:50,810 |
|
ููุณ ุงูุงุณู
ู
ุงููุนุด ุจุณ ุงู ุงูุฃุฑุจุน ุนุฌูุงุช ูุงุฏ ูููู ููุง |
|
|
|
387 |
|
00:44:50,810 --> 00:44:55,470 |
|
ูููู ููุง ููุฐุง ููุง ุจูุตูุฑ ุงูุฒูุงู ููุนุฌูุงุช |
|
|
|
388 |
|
00:44:59,950 --> 00:45:04,310 |
|
ุทูุจ ุงู .. ุงู .. ุงู .. ุงูุงู ูููู ุงูู
ุญุงุถุฑุฉ ู |
|
|
|
389 |
|
00:45:04,310 --> 00:45:06,470 |
|
ุงูู
ุญุงุถุฑุฉ ุฌุงู ุจูุญูู ุนูู ู
ูุถูุน ุฌุฏูุฏ ุงููู ูู |
|
|
|
390 |
|
00:45:06,470 --> 00:45:11,890 |
|
universal or hoax joint ุงุนุทูููุง |
|
|
|
391 |
|
00:45:11,890 --> 00:45:12,250 |
|
ุงูุนุงููุฉ |
|
|
|
|