• 沒有找到結果。

三相永磁馬達感應電動勢常數的新型鑑別方法

N/A
N/A
Protected

Academic year: 2021

Share "三相永磁馬達感應電動勢常數的新型鑑別方法"

Copied!
75
0
0

加載中.... (立即查看全文)

全文

(1) 

(2)   

(3)  An Electromotive-force Constant Estimation for a Permanent Magnet Synchronous Motor.   ! "# .

(4)  

(5) .  ! "#$ %&'()*+, -./0%123456789:;" <=>?

(6) 9@.ABCDEFGHIJ KLMNBOPQRS TUNBVW!@XYTZ[ \]"^_`abc%d.efM%d!ghi%dXYjkl.m no.

(7) pqCr0FsS%dtuT !VWv wxyzn{.|}.~.7€!%nc.‚ƒ.„. †. ‡ˆ‰Š‹ŒŽ‘]C’)“7 ”•–" —˜™š›[œžŸ ¡¢£ ¤‘]C¥ ¦“7§¨©ª«NB¬­"#®XU¯NB°±²›[ !<œ¥³.K´ dYµz>?¶".

(8) 

(9)   An Electromotive-force Constant Estimation for a Permanent Magnet Synchronous Motor.  · ¸ƒ   :

(10)  ^_. Student Advisor. · ·. ¹º»¼½% ¾¿!ÀÁÂu%à Ä_NB A Thesis Submitted to Department of Electrical and Control Engineering National Chiao Tung University in partial Fulfillment of the Requirements for the Degree of Master in Electrical and Control Engineering June 2004 Hsinchu, Taiwan, Republic of China. ÅÆ¹ÇÈÉÊË. Meng-Hsun Hsieh Dr. Shir-Kuan Lin.

(11) 

(12)    :  ! "# $%&'()*+,-./)0  ÌÍÎÏÐÑÒÓJÔt¢¤Ֆ!ÖרÎÏÂÙÚÛÔ 42Ü¢ÝÞßàšFáâãäåæçèésêëÝìíÎÏ î4ïð¿ñò¿óôõ ... ö"÷#øùÀÁÎÏú«û2Z àš%ü" ÉýþÿÎÏÿ 2¾? K ( Þ ? )(  m.k.s Á ¾? K ö  ? K )¥

(13) íÉýþ ÿÎÏU §.Ó½!ÝÂX¢4ÎÏ Þ4<“ë>?§úÝûÉýþÿÎÏÀ ÁõÞ ÉýþÿÎÏ!" UNB©2Ü×e9©"ÎÏ#ý$Ÿ%&' ¾?()ÓJ"U‹Œ*t ADDA +XY, IC(BA6849) J Œ-#e9ÝMv'#e9‹.íèé/Ñ'01§2Î Ï34¾?Ÿ L5'<4¾6ûèé78 49:I2X;<èéé=" emax. emax. i. t.

(14) An Electromotive-force Constant Estimation for a Permanent Magnet Synchronous Motor. Student : Meng-Hsun Hsieh. Advisor : Dr. Shir-Kuan Lin. Department of Electrical and Control Engineering National Chiao Tung University. ABSTRACT Since the motor is invented, through people’s constant improvement and innovation, the motor becomes a kind of indispensable important component in the industry now. We can nearly all see the existence of the motor in the products inside all offices, it is like a printer, CD-ROM drive, scanner ,etc.. So, how to control the motor becomes an important knowledge. There is a reaction EMF constant (or called the torsion constant)(the EMF constant under the metric system is Equal to the torsion constant) in the magnetic parameter of the permanent-magnet synchronous motor. It relates to value of the torque, rotational speed that can be operated, and the performance of the motor. So motor designer or user all take notice of it very much . If we can estimate it in advance, can be as a reference of designing the motor controller or selecting the permanent-magnet synchronous motor . This thesis utilize one new method which is using the characteristic of the motor when let motor rotate in single-phase mode, to calculate the reaction EMF constant fast. This experiment use driver IC(BA6849 ) and an ADDA(Analog to Digital and Digital to Analog) card to verify the feasibility of this method, and apply this method to the products actually. Hope that can accelerate the time of motor factory’s measuring the reaction EMF constant. And then motor factory can make the measuring reaction EMF constant to the list of all products should be measure . In order to improve the quality of the products.. ii.

(15)  . i. . ii. . ii. . iv. . vii.

(16)  1.1 1.2. ¿ NB>?. 1 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .. 1. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .. 3.   2.1 2.2 2.3 2.4. 5. ÉýþÿÎϰ? . . . . . . . . . . . . . . . . . . . . . . . . . . . . ÉýþÿÎÏ$i@ . . . . . . . . . . . . . . . . . . . . . . . . . BA6849 , IC A§BC [14] . . . . . . . . . . . . . . . . . . . . . . DÅEF DAQ-2501 ADDA +A§BC [15] . . . . . . . . . . . . . . iii. 5 8 18 23.

(17) :G. iv.   3.1 3.2. åHI . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . #ý$i@I . . . . . . . . . . . . . . . . . . . . . . . . . . . . 3.2.1 i@ . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 3.2.2 #ý$ÃJ>?CK . . . . . . . . . . . . . . . . . . . . ..   4.1 4.2. ÃJ>? . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . ‹ŒL . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 4.2.1 L) . . . . . . . . . . . . . . . . . . . . . . . . . . ..  !"# 5.1. ÃJ>?. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .. $ %&'()* 6.1 6.2. °N . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . MJÑN . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .. + A ,-./. 29 29 34 34 38. 40 40 42 43. 46 46. 56 56 56. 58.

(18)  ÉýþÿÎϐ (ROTOR) !O (STATOR)[16] . . . . . . . . 2.2 ÉýþÿÎÏ¡8PQR [16] . . . . . . . . . . . . . . . . . . . . . . 2.3 ÉýþÿÎϰ?R [16] . . . . . . . . . . . . . . . . . . . . . . . . 2.4 θ ! θ SR . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 2.5 TU8SR . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 2.6 ÉýþÿÎϐ!ON/R . . . . . . . . . . . . . . . . . 2.7 #ý K R ( VW#S :degreeXW#S :g*cm/A) . . . . . . . . . 2.8 Y¼ý¾Z K R ( VW#S :degreeXW#S :g*cm/A) . 2.9 TUõ[\ . . . . . . . . . . . . . . . . . . . . . . . . . . . . 2.10 TUõ]Ó^_R . . . . . . . . . . . . . . . . . . . . . . . . . 2.11 120 - `a . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 2.1. r. s. t. t. 2.12 Elementary measurement circuit. . . . . . . . . . . . . . . . . . . . . .. TUõ^_R . . . . . . . . . . . . . . . . . . . . . . . . . . . . 2.14 180 - `a . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 2.15 bcd¾ [14] . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 2.16 BA6849 ¡8ÃJeeR [14] . . . . . . . . . . . . . . . . . . . . . . . 2.17 BA6849 ‹f [14] . . . . . . . . . . . . . . . . . . . . . . . . . . . 2.18 BA6849 ]g]Ó^_R [14] . . . . . . . . . . . . . . . . . . . . . . . 2.13. 2.19 DAQ-2501 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . v. 6 6 7 8 9 10 11 11 13 14 15 15 17 17 18 19 20 21 23.

(19) Rf:G. vi. Ph . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 2.21 DAQ-2501 PhPiR [15] . . . . . . . . . . . . . . . . . . . . . . .. 2.20 DAQ-2501. 3.1 3.2 3.3 3.4 3.5 3.6 3.7. 3.8 3.9 3.10 4.1 4.2 4.3 4.4 4.5 4.6 4.7 4.8 5.1 5.2 5.3.  Y  ( ) . . . . . . . . . . . . . . . . . . . . . . 

(20)   θ = 0 . . . . . . . . . . . . . . . . . .   . . . . . . . . . . . . . . . . . . . . . . .  . . . . . . . . . . . . . . . . . . K K K K K  K (  :degree  :g*cm/A) . !"#$%&'(K = K sin(θ − )) . . . . . . . . . . . . . r. ta. tb. tc. tab. tbc. tca. tab. BA6849. t. r. π 2. 24 26 29 30 31 32 35 35. TUõ a ! K ¥

(21) R ( VW#S :degreeXW# tab. S :g*cm/A) . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . )*+ BA6849 ,-./0123 . . . . . . . . . . . . . . . . . . . . )*+ BA6849 45./0123 . . . . . . . . . . . . . . . . . . . . 65%7 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .. ÃJ>? . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . ÃJZuR . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . ÃJ>?‹ØR . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . $P¾ hQ R . . . . . . . . . . . . . . . . . . . . . . . . . . . . $P¾ h‹R . . . . . . . . . . . . . . . . . . . . . . . . . . . .. 89:;  %<=> . . . . . . . . . . . . . . . . . . . . . . . . . V + V − 2 · V (ch1) ?@ABC => ( DEF DC G<HIJ )(ch2) . . . . V + V − 2 · V (ch1) ?@ABC => ( DEF DC G<HIJ )(ch2) '%&. 37 38 39 39 40 41 42 43 44 44. a. b. c. 45. a. b. c. 45. 1KLMNO&P . . . . . . . . . . . . . . . . . . . . . . . . . . . . . NOQ . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 'RST'( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .. 47 48 49.

(22) Rf:G 5.4 5.5 5.6 5.7 5.8 A.1 A.2 A.3 A.4. vii. U:%7 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . VWX%7Y 7 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . VZX%7Y 7 . . . . . . . . . . . . . . . . . . . . . . . . . . . . .. jxkç . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . -ÀÁÃJeeR . . . . . . . . . . . . . . . . . . . . . . . . . . .. Qd¾9 . . . . . . . . . . . . . . . . . . . . . . . . . . . lÉýþÿÎÏ!mnÎÏPoe9 . . . . . . . . . . . . . . Poõp . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . qpqÉýþÿÎÏ'rs . . . . . . . . . . . . . . . . . . . .. A.5 ωr = 12000rpm. [1  0\%]. . . . . . . . . . . . . . .. 51 52 53 54 54 59 60 60 61 62.

(23)  2.1 2.2 2.3 2.4 3.1. ÉýþÿÎϰ?tÒð . . . . . . . . . . . . . . . . . . . . . . . . ¾Zuv\ . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . TUõwxð . . . . . . . . . . . . . . . . . . . . . . . . . . . 180 -výŸ ð . . . . . . . . . . . . . . . . . . . . . . . . . . . BA6849. TUõ!Éý]Ó¾y¥

(24) ð. viii. . . . . . . . . . . . . .. 7 12 14 16 37.

(25)   1.1. . ÉýþÿÎÏzûÉýw{ÎÏ (Permanment Magnet Synchronous Motor) ÞÉý3Z|}ÎÏ (DC Brushless Motor)"÷û<ÀÁ!~€ XÐÂÙÚ‚"ƒ„ÉýþÿÎÏ]ÓA ½Ý'Éýþÿ Îφ‡û½A ÉýþÿÎÏ!A ÉýþÿÎÏUNBˆN ¡‰Š4‹TA ÉýþÿÎÏ<;Œøäåèéñò ¿ò¿ ... öŽWÎÏ" ÉýþÿÎÏÿ 2¾? K ( Þ ?  )(  m.k.s Á ¾? K ö  ? K )<ÉýþÿΠϾ%‘!¿’%‘“”•–øH 1.1. 1.2 S·  emax. emax. 1. t.

(26) — 1 q ˜N .  Vas     Vbs    Vcs. . 2. .   R 0 0       = 0 R 0       0 0 R. . . . . ·.   ia   Ls −M −M   ia             ·   ib  +  −M Ls   ib −M             · ic ic −M −M Ls. .    2ω K  r emax +  P  . . cos(θr )      cos(θr − 2π ) 3    cos(θr + 2π ) 3 (1.1).  √ 3 2J 2Bm ib ic (ib − ic ) sin(θr )) = ω˙r + ωr + TL Te = Kt ((ia − − ) cos(θr ) + 2 2 2 P P. (1.2). ™H 1.1÷û,õ;š—½¾y›Oœø Éýþ ÿÎϾ? K ½'žŸ~í,õ]Ó¾Z½ ( ÷û¡¾ ¾XY¡ë›O )" ™H 1.2ø±š›O¾ZrsI §™< ¢ £¤¥ K 6¦§½ÉýþÿÎÏ" ÷#¾? K ¥

(27) íÉýþÿÎÏU §.Ó½ !ÝÂX¢4ÎÏÞ4<“ë>? §úÝûÉýþÿÎÏÀÁõÞ ÉýþÿÎÏ !÷#¨ëˆNøù©ª« ? [1][2][3]" 2¬—?Ð[J ?eH [1] øX ­4lÉýþ ÿÎÏ¢PYù,õrs Ю2¯mnÎϰ$±#²³e 9´šµš\ûmnÎϤ¥š§¶ª·¸-¹´š"mnÎ Ï!lÉýþÿÎϺýT³T©»¢'ž¼½í¯ÎÏP¾¿ lÉýþÿÎÏYý¾ÀšÝX7Q¾yaÁ£ Ý P«Ó K " #e9ß\· 2 . ´š®2mn,ÃJ ;  . ¶Ã-õ ; emax. t. emax. emax.         .

(28) — 1 q ˜N 3 É . lÉýþÿÎÏ´š!mnÎÏT³ÄPýÅ¢eú¹ÆÇ§ Ÿ " UNB©2Üײ³eH<\ 2 . ¢´š$È2¯mnÎÏ ;  . ¢´·OÉýþÿÎÏ$-± É . ÝX¢™vOÀ´(™vÉÝLM4÷û# ÊË Ìÿ½ ; Í .  ¢´š!mnÎÏT³{Î" ©"ÉýþÿÎÏ#ý$Ÿ%&'¾?() ÓJ"U‹Œ*t ADDA +XY, IC(BA6849) JŒ-#e9ÝMv '#e9‹.íèé/Ñ'01§2ÎÏ34¾? Ÿ L5'<4¾6ûèé7849:I2X;< èéé=" 1.2. . UÏNBÐцûÊq<—2q'tÒeÒ±—Âq'CK U‹Œ´íý¥Ó1±—Éq'tÒײ³e9±—Íq'CK‹ ŒÃJC‹Œ°±¡‰±—Ôq'CK'#@Níèé/ѱ—Ê q'Ž2ZˆN!а" UNB>?݆ûʽqÕ†­ø .   TÖ×Y¿LMtÒ"   tÒÉýþÿÎÏ¡8?Ø!‡i@XY ‹ŸíÀÁ+ÙUA§Ú driver IC BA6849 ÙUA§C K" 

(29)  TUNB‚@NXY‹Œe9ÛÜI ! CK".

(30) — 1 q ˜N. 4.   CKÃJ‹ÝÞvNSß¾ XY«±"   '#@Níèé/Ñ"#;Ó2àÙUA §XY²³Zu".   'ˆNUÃJIÕᦧ<œ²³eH v;ÓMJèé/ÑÕLeÒYVW".

(31)   !" û“âTUNB‹Œ™5gã#'TÉýþÿÎÏ °?.,eHXY2àý¥i@XYÓ1ÙUCK"â§Eä ãI˜@NI !‹Že9" 2.1. 

(32) .  ÉýþÿÎÏ ( øR 2.1 S ) 4 9 å 12 ¡ÉýþÿÎÏ ( ¡8OÇZå$8 12 ¡ )±$8æ¡ç•-4 30 - ™þèÿé?«±¡8O¢4é³ê'Qëé³ìQëRç 5 -÷#æåç¿’•-û 30 -å!å³\ýí 40 -< îïûðêQëî ±*tTUFá!OýTSñÕÊ Që¾ZZeÒè2@Ò I$8"ÉýþÿΠϧòów2eÒ$"ÉýþÿÎÏ¡8PQRøR 2.2Ü8°?ø R 2.3<¡8RFáôøð 2.1". 5.

(33) — 2 q ÙUÓ1CK.  2.1:

(34)  (ROTOR)  (STATOR)[16].  2.2:

(35)  [16]. 6.

(36) — 2 q ÙUÓ1CK. 7.  2.3:

(37)  [16].  2.1:

(38) .

(39) — 2 q ÙUÓ1CK. 8. 

(40) . 2.2. ÉýþÿÎÏ$84™þè°ÿõ=?«ö“¢¤ ¥š“¡8Oÿ÷ƒ„SñÕÊ"ø™¡8O'êQë $Ú]g¾ZØ«¾ÿ÷ÕÊ÷#5è ù¡8OÛԛ O¸÷#è2ZdI$8Xú§“ÉýþÿÎÏ $"#ûü2 ÙUýþÿ˜ íý¥Ó1™§£·. 12

(41) K O!OSñøR 2.4 t.  2.4: θ  θ  r. LJÒO F = I · L × B F = N · I · L × B(. s.  N ) <. OûQë'¾Z L OûQë' ÿ÷8dB Oûÿ¼ÃI. ÉýþÿÎÏ ¢û T = F · r = N · I · L × B · r = K · I < K Oû ? t. t.

(42) — 2 q ÙUÓ1CK r Oû

(43). 9. ÷û B ! θ ,θ •-¥ B = B(θ , θ ) = B · cos[P/2(θ P Oû'þèÿéÿ¡ θ Oû'TO\•- θ OûO'2\TO\•- r. s. r. s. max. r. − θs )]. <. r. s. ԙI)X˜7ÓÉýþÿÎÏ ? K ž¾5« sin aÊË" K = 6 · N · B · L · r · sin(P θ /2) t. t. max. r. 345.  2.5:  !" R 2.5ûtÒTU8i@Å ßÿ÷í¾S Ÿ ÷û¾Z!ÿ÷žØ«VÒ¾#¾!ÿ÷½ ÊË¥"TU8tÒø · ¼¾ZÔ2 ¾22C¾Z3Iÿ÷¾ZCÿ ÷3eÒÝ72¾S #8ûTU8"( øR 2.5 ).

(44) — 2 q ÙUÓ1CK. 10. 6 7. T ÉýþÿÎϼ?‚,eH 120 -ea,XY 180 ea," [120 -Ê{ea,i@ ] OÉýþÿÎϐ!OSñøR 2.6.  2.6:

(45) #$% R 2.7 ûÅÉýþÿÎÏ$Ÿ†³ S1,S2,S3 ÉZOSñ í K ¾¾•!¿’•ÊËaÁR ( ¾• / ¿’• =pole : /2=6X¾• 360 -¿’•À 60 -Q£4tÎÏÀ 60 -) R 2.8 û S1,S2,S3 ÉZOY¼ý¾Zrs ( 2Zû]g2 Zû]Ó®2û/ )K ¾¾•!¿’•ÊËaÁR" t. t. š“ÉýþÿÎÏ]Ó ~)—½6™åH T = K · I Ó ¤¥š' K ) ~)—½6÷#ø™R 2.8aÁRÝX@uv t. t.

(46) — 2 q ÙUÓ1CK. 11.  2.7: & K  ( '(&) :degree*+(&) :g*cm/A) t.  2.8: ,-. /0 K  ( '(&) :degree*+(&) :g*cm/A) t. ¾ZŸ \øð 2.2.

(47) — 2 q ÙUÓ1CK. 12.  2.2: /0123 f ø  ¾  • [-30,30]   š “ K  — ½ 6  ÷ #  ¼ ¾ Z e Ò û t. S2 → S3. ¾• [30,90]  š“ K —½6÷# ¼¾ZeÒû S1 → S3 *tTUõJ ¾•Sñ#õ—àšA§4§ |P!"s íÿ÷ÊËL5ªO!OýTSñ±# TUõŠ4©¾ôTU8#Hall effect$'ÿ÷ÊËè¾ Z*t¾yÁHðØÓJ"I)Ó¥%uv\˜£ÝX'TU õ[&uv\ ( øR 2.9 S )'©TUõ7íwx^_( ¤ÉýþÿÎϐS)2Z",\*˜ÕÊÉý¾y6" t.

(48) — 2 q ÙUÓ1CK. 13.  2.9:  456783 Ôtý+ÑØ'TUõ[&RZO \,yCu vŸ \ào"ÝXԙTUõvý7Ó@ªuvŸ XÏí —½ ]Ó"R 2.104†³4™[&y HaHb XY Hc íT Uõ]Ó^_R" ø™TUõ]Ó^_RÝX@Óøð 2.3  6 Z"," ÝX*tTUõÓÉýþÿÎÏ)2Z",\˜'© ¾ZuvúÝXÏ헽 ( øR 2.11 )" [180 -Ê{ea-i@ ] #e9! 120 -Ê{ea‡.À4'Éý¾Z“<ýû]g® 2ýû]Ó±Þ“<ýû]Ó®2ýû]g÷#ÝX/íÊÜ" ,w@û“ K ~)—½6X7헽 X'ÊÜ" , K ^_Ro20¦§ø™R 2.12 úÝX7í´šLMvý ¾•-" ™R 2.12 ÝX@Óð 2.4 t. t.

(49) — 2 q ÙUÓ1CK. 14.  2.10:  4569:;<.  2.3:  456=> (¤Ó¥%uv\˜1¤¥XTUõ vý¾• ú§LM¾Zuv"ù4÷ûTUõ1[&C O Sñ.

(50) — 2 q ÙUÓ1CK. 15.  2.11: 120 ?@AB.  2.12: Elementary measurement circuit. 'Xš™ɯTUõ/Óvý\¾•£¤¥T TU õ^_'Ž2@" R 2.13 ì4iUTUõ^_R3ì4Ôt2@TUõ.

(51) — 2 q ÙUÓ1CK. 16.  2.4: 180 ?2 CD ^_RúÝX@ª|45(¤Óvý\¾•"©TU õÓÉýþÿÎÏ)2Z",\˜£§©¾ZuvJÏí —½ ".

(52) — 2 q ÙUÓ1CK. 17.  2.13:  456;<.  2.14: 180 ?@AB.

(53) — 2 q ÙUÓ1CK 2.3. BA6849.  IC  [14]. 18. 4™ Rohm( 67¾8¯9å: http://www.rohm.com) è ÉýþÿÎÏ, IC±#¯ IC ¾Z;<ÀÁÀš¾Z;<¡ VÀÁõ!¾Z=> 'žÌÀÁZgÉýþÿÎϾZ½' ?oÎÏ'TUõ=@Sñ^AúÝ"ÉýþÿÎÏBO "# IC pX A§· 1. ¡V¾CDEXYtFGcA§" 2. ¡V9ZFá!TUFáHy¾ " 3. ¡V FG ]Ó" 4. ¡V$eÒ " 5. ¡VbcdÒ$¾ " 6. ¡VI JKiS" BA6849.  2.15: EFG/H [14] R 2.154bcdý$¾ ø™TUFá=@^_ÝX( žØÉýþÿÎÏ$eÒÅ íÉýþÿÎÏ2 dý$r s 'ž< BA6849 Gc,ÉýþÿÎÏø#úÝbcÉýþÿÎÏ ÑdrÁ".

(54) — 2 q ÙUÓ1CK. 19.  2.16: BA6849 IJKL [14] R 2.164 BA6849 ¡8ÃJeeRÝXìÓø™ EC ! ECR  Pi¦§(¤Ó]g¾Z;<¾Z;<!¾Z=^_ýL7í4 6'©TUõ=@Sñ^AÀÁ DRIVER ¡ÊM/¥X Y¾Z½“ÉýþÿÎϧX—(—NBeH$".

(55) — 2 q ÙUÓ1CK 20 FG ^_4™TUõ@O^_(¤57í÷û “ÉýþÿÎÏ4P 9 å 12 ¡Ÿ%TUõžd QӐþèÿ¡ÊËXŐ2ëTUFá^_'ž@O» Ê 12 =ÐÑ 6 ZeaÓØ*t#^_ÝXRS«ÓÉýþ ÿÎÏɟ#4 6ýŽ÷û FG ^_U ¶©-¢ ò".  2.17: BA6849 "MNO [14] R 2.17tÒøù BA6849 , IC T,ÉýþÿÎÏ*tR' CK¾ úÝ"ÉýþÿÎÏ@?$"2.4.7 ÉUPi¤¥ PíÉýþÿÎÏÉý\±9.10.11.12.13.14 ûÉýþÿÎÏ'ç.

(56) — 2 q ÙUÓ1CK. 21.  2.18: BA6849 9P9:;< [14] TUFá@=J^_±15.25 ;šTUFáHy¾y±21.22 P ¾ Z;<±23 û BA6849 ¾C/¥]g 5V ÝX",õ-]g 0V ,.

(57) — 2 q ÙUÓ1CK 22 õ'žGc±24 û FG ^_ÝX™#Pi^_)V7Éýþ ÿÎϱ27.28 û;šÉýþÿÎϾyC" R 2.184 BA6849 Éý]Ó^_XY?TTUFá=@^_"ÝX ìÓ BA6849 Š4X 120 -,ÉýþÿÎÏ".

(58) — 2 q ÙUÓ1CK 2.4.  DAQ-2501 ADDA  [15]. 23. U‹Œ“ DAQ-2501( R 2.19) 4™DÅEF8¯9å: [15] Ó è ADDA +42e<-<8 PCI CçA§‡¦]Ó+" ¹;š Visual C++ ! VB kHWš“XY".  2.19: DAQ-2501 Ý*t DAQ-2501 Ph ( R 2.20)' DAQ-2501 +^_$PX ú©‹Œ" <Z[ø : 2 . ‡¦]Ó : 1. ÍZ‡¦]Ó ; 2. —<™×\ ÝXíÏ 1MS/s; 3. ã]- 12bits;.

(59) — 2 q ÙUÓ1CK. 24.  2.20: DAQ-2501 Q ]Ó;ŒÝX -10V 10V0V 10VQÝXÌ^]Ó¾y' 9" 5. ]Ó _ :0.1 `7 ;  . ‡¦]g : 1. aZ¼‡¦]g ; 2. —<™×\ ÝXíÏ 400KS/s; 3. ã]- 14bits; 4. ]g;ŒÝX -10V 10V0V 10V" 5. ]g _ :1G `7 ; 6. ÉÜ!ѐH" É . S]g]Ó : 1. 24 ZÝuHbcS]g]Ó ; Í . Ÿõ : 1. dÝ' Ÿõ ; 2. ¡8;šÙ©\ :10MHZ; 3. $8—<ÝX]gÙ©\ :10MHZ" 4..

(60) — 2 q ÙUÓ1CK Ô : ‡¦!Ñ : 1. ã]- :8bits; 2. eßÀÁ@fÞOf!Ñ ; 3. \ :400khz; 4.  _ :40K `7" Ê . ÃJw{Cç : 1. ÝwŸÀÁA ADDA +". 25. R 2.21ûPgæZiS^_R*t#RÝXÓøùPÓ šA§iS" DAQ-2501 ;šú©kH"“ÝXXYàkHThM< šŽrš“àkH´š' D2KDASK.H Zi2íuHæ çø#ú§ò“ DAQ-2501 ;škHW"#CK2àÙU?í kH;<"X CKkHë4;š Visual C++ “" 2 . ÙUbc : D2K Register Card():. 'ÃJß!eßË#kH¤¥kHIjÐbc" D2K Release Card():.  DAQ-2501 kГŸ%ÝXY#kH'lCmnÓJ<œ uHލߓ"  . ‡¦]g : D2K AI CH Config():. #kHÝXO‡¦]g¾y6;Œ±¤¥š/‡¦]gIjbcª o" D2K AI Config():. #kHÝXO‡¦]g!ÑJC!ѐH]gH ... öA§±'L MÄp‡¦]gŸ¤¥šbc#kH± D2K AI ContScanChannels():. #kH2hMI˜£žƒ„¶O!ѐHÅPqí/‡¦]g ^_Ÿ£/hM‡¦]g3ír õnsÞ4PqíGc.

(61) — 2 q ÙUÓ1CK. 26.  2.21: DAQ-2501 QR [15] ‡¦]g^_úžGc" D2K AI ContVScale():. #kHÝX'‡¦]gt ír õ6™ 16 LSí¾y#S" D2K AI ContScanChannelsToFile():. #kHÝX'r õ6 í¾uòæçÅr õvsŸ''‡¦] g6t íò¡ÝÕw cpu 2@Ÿ " D2K AI ContBufferSetup():.

(62) — 2 q ÙUÓ1CK 27 #kHbc2Zr õî "‡¦]g6ÝXr XÏíÄp‡¦ ]gA§±ø±šxr õH£¤¥bcZ¢wr õ" D2K AI ContBufferReset():. à™ D2K AI ContBufferSetup() bcr õ" D2K AI AsyncDblBufferMode():. O4»š“xr õA§" D2K AI AsyncDblBufferHalfReady():. 4yr õ4»ÛÔvsø±ÛÔvs£ž^_¼Ó“" É . ‡¦]Ó : D2K AO CH Config():. #kHÝXO‡¦]Ó¾y6;ŒÝXO™$8]g¾yzOÞ4 ¡8™ ADDA +{±¤¥š/‡¦]ÓIjbcªo" D2K AO Config():. #kHÝXO‡¦]Ó!ÑJC!ѐH]ӐH ... öA§±'L MÄp‡¦]ӟ¤¥šbc#kH± D2K AO Group VUpdate():. 2=wŸ™ÕÍZ‡¦]Ó]Ó6" Í . S]g]Ó : D2K DIO PortConfig():. OæZ port 4]ÓÞ4]g" D2K DI ReadLine():. 2=â¿2ZSF6" D2K DI ReadPort():. 2=â¿2d port 6". D2K DO WriteLine():. 2=­g2ZSF6" D2K DO WritePort():. 2=­g2d port 6" Ô . Ÿõ : D2K GCTR Setup():. ÀÁŸõ&OH".

(63) — 2 q ÙUÓ1CK. 28. D2K GCTR Control():. OŸõHfø$8!ÑÞ4¡8!Ñ|}\ ™$8]gÞ4 ¡8]g ... öA§ëZkHbc" D2K GCTR Reset():. E~Ÿõ¡6". ©'ç6âkHÝX̬­ Visual C++ uHXÀ ADDA +JÏ흴šA§".

(64) # $%&' 3.1. . œR 3.1ûÉýþÿÎϐ‘O¾ZZLÉýþÿÎÏ eÒû@".  3.1:  Y  ( ) O#ÉýþÿÎϐ!OýTSñøR 3.2 " 29.

(65) — 3 q ‹Œi@ ÉŐ$•- θ û@'Ò3N€5OD)¢". 30. r.  3.2: 

(66)   θ = 0 r. ™R 3.2‘ÝX'ÉýþÿÎϾ‘XY¿’‘­ «ø S· /S .  Vas     Vbs    Vcs. . .   R 0 0       = 0 R 0       0 0 R. . . . .   ia   Ls −M −M   ia             ·   ib  +  −M Ls   ib −M             · ic −M −M Ls ic. ·ÉýþÿÎÏ¡ 6" L ·ÉýþÿÎÏ¡6" P·ÉýþÿÎϐ¡" M: ÉýþÿÎÏO º" θ ·!OýT•- ( R 3.2S θ ω ·ÉýþÿÎÏ-" R. s. r. r. ·. r. = 0◦ ). .    2ω K  r emax +  P  . . cos(θr )      cos(θr − 2π ) 3    cos(θr + 2π ) 3 (3.1).         .

(67) — 3 q ‹Œi@ . 31. √ ib ic 3 2J 2Bm (ib − ic ) sin(θr )) = ω˙r + ωr + TL Te = Kt ((ia − − ) cos(θr ) + 2 2 2 P P. (3.2). ·ÉýþÿÎÏ]Ó " J· (moment inertia)" B ·ÉýþÿÎÏ ‚? (damping ratio)" T ·ÉýþÿÎÏOƒ" 5ÉýþÿÎÏ!,õP9øR 3.3,õ4™ÉZ¾M Leg . Leg .Leg d«æZ¾MZA FáÝX4¾„ß.MOSFET. IGBT ö¾¾Fá" Te. m. L. 1. 2. 3.  3.3:  .

(68) — 3 q ‹Œi@. 32.  3.4: .

(69) — 3 q ‹Œi@ 33 àÙUO/I åH"œÉýþÿÎÏ4X#ý eH$v IÀ ab ý¼¾ZÉ,õ'À T .T .T . T #ÍZA Fá/¥5 T ! T 234/",ø R 3.4"#ŸÝX7í i = −i = ii = 0 "÷#ÝX' (3.1) H Õ­« : r3. r6. r1. a. Vas = Va − Vs = Ri + Ls. b. Vcs = Vc − Vs = (−M ). r5. r2. c. di d(−i) 2ωr Kemax −M + cos θr dt dt P. Vbs = Vb − Vs = −Ri − M. r4. di d(−i) 2ωr Kemax 2π + Ls + cos(θr − ) dt dt P 3. di d(−i) 2ωr Kemax 2π −M + cos(θr + ) dt dt P 3. (3.3). (3.4). (3.5). ™ (3.3)(3.4)(3.5) HÝIÓ V I6û (3.6) w. Vw ≡. ÷û ω. r. = dθr dt. Va + Vb − 2Vc 2ωr Kemax 2π = cos(θr + ) −3 P 3. (3.6). †g (3.6) HÝ7 Vw dt =. 2π 2Kemax cos(θr + ))dθr P 3. ' (3.7) Hx쇆Ý7Ê Ψ. (3.7).

(70) — 3 q ‹Œi@ Ψ≡. 34. Z. t. Vw dt =. t0. 2Kemax 2π sin(θr + ) + Ψ0 P 3. (3.8). ™ (3.8) HÑØ Ψ 42Zˆ‰û 2K /P @Ša2'2Z3Z Hy6 Ψ "÷#Àš Ψ »Z^_ˆ‰½'~X 2/P úÝX 7í K 6" emax. 0. emax. 3.2. ! . jç;횓ÉýþÿÎÏ#ýeH$ú§H 3.8° ±5 BA6849 , IC 4Éý, ICP J'tÒøù‹Øœ^_" BA6849 Ê«2¯#ý, IC" 3.2.1. . JŒ!2 4øù"ÉýþÿÎÏ$±*tT UõJ !OI ýTSñ*˜(¤ÓÉýùܾS úž"ÉýþÿÎÏ 4—½rs"5ØÀš"ÉýþÿÎÏ X#ýH$5¢!Ž< ½XY aaÁ4»NB XÀš§ò"ÉýþÿÎÏ @£ÝXÏ«"ÉýþÿÎÏ #ý$H‘ " IjÙUýþ;íÉýþÿÎÏ ö  ? K ! ¾Z i ¡‡±œ"ÉýþÿÎÏÀ¼ ab ý÷# ?û K − K = K ( øR 3.5)÷û K ÉýþÿÎÏÓ3Ÿ%ÛԛO¸ |9™Õ5¾Z i ’ÝX*t]ÉýþÿÎϾyJ ÀÁXÀšò?o K @OaÁ¼XýwýS@O¾Zú Ý" @IÎÏ$ ( øR 3.6)" t. ta. tb. tab. tab. tab.

(71) — 3 q ‹Œi@. 35.  3.5: K K K K K  K (  :degree  :g*cm/A) ta. tb. tc. tab. tbc. tca.  3.6: !"#$%&'(K. tab. = Kt sin(θr − π2 )).

(72) — 3 q ‹Œi@ ÓÉýþÿÎÏ¿’‘ø S·. 36. √ ib ic 3 2J 2Bm Te = Kt ((ia − − ) cos(θr ) + (ib − ic ) sin(θr )) = ω˙r + ωr + TL 2 2 2 P P. ÷ûÉýþÿÎÏ#ýH‘ ÷#¾Z i †g'H-) : Te = Kt ((ia −. ib 2. − i2c ) cos(θr ) +. √. 3 (ib 2. a. . (3.9). . = −ib = i ic = 0. − ic ) sin(θr )). √ −i ) cos(θr ) + 23 (−i) sin(θr )) 2 √ Kt ( 3i2 cos(θr ) − 23 (i) sin(θr )). = Kt ((i − =. √ = Kt 3i sin(θr − π2 )). (3.10). 5ùŸ¼@¾ZùŸ¼O¾Z“”™'ç)°±Ñ ØK aÁ@O»ÊŸ \@y!TUõ H ^_@O» ʟ \ào÷#ÝX*tTUõ H K´¼Óœ^_ uvŸ \øR 3.7" œ^_uvŸ \ÓI˜Ž•–^_ú§" BA6849 ]Ó š¾y6“ ? *t BA6849 ;šTUõ!]Ó¾y©Sý¥ wxð ( øð 3.1)ÝXÑØ*tTUõS©ÝX" BA6849 ]ÓÊÜ¢w©SQ£4Ê{ea <{J‹Ø#ý $H" tab. a. a.

(73) — 3 q ‹Œi@. 37.  3.7: BA6849  4 5 6 a  K T U  ( ' ( & ) :degree* + ( & ) :g*cm/A) tab.  3.1: BA6849  456 9:/VTU.

(74) — 3 q ‹Œi@. 38. 01234-56. 3.2.2. ø R 3.2 S  T U   õ H .H .H R  < ý T   ] Ó  † ³ û H .H .H .H .H .H ( øR 3.8)"X, IC BA6849(made by ROHM) J,¯ÉýþÿÎÏ"¯,õ4X 180 Ê{eaJ, ¯ÉýþÿÎÏv I BA6849 4Éý,õ"û"§#ý H ÉýþÿÎÏ c ýê ¢§Pí,õ'ÉýþÿÎÏ' H .H Ô¦§õv«S^_˜]g BA6849"ÉýþÿÎÏ' H . H .H .H ^_vkí"]gí BA6849  H .H .H .H ^_ 4— H .H œØÓJøR 3.9"ÕØ˜¾ øR 3.10" a. + a. + b. − a. − b. + c. b. c. − c. ◦. + b. + a. − a. − b. + c. − c. + a. − a. + b.  3.8: )*+ BA6849 ,-./0123. − b. + c. − c.

(75) — 3 q ‹Œi@. 39.  3.9: )*+ BA6849 45./0123.  3.10: 65%7 *tR 3.10¾ £ÝX'R 3.9aÁ]gí BA6849 ¡8ø#£ ÝX"ÉýþÿÎÏX#ý$¹Éý˜ÿÊZvý",Ê«ÀZ vý",øR 3.4".

(76) ( $%)* 4.1. "#. U‹ŒÃJ>?øR 4.1ԙ¾u*t DAQ-2501™^_$8¾ h¡, IC-BA6849*tœ^_‹Ø" BA6849 X#ý$H ,ÉýþÿÎÏ''¾y^_šg¾u†]2@".  4.1: IJW R 4.2ûU‹ŒÃJZuR"™-ÀÁ+™Ó¾Z;<BA6849  ¡8ÛÔ'¾Z=Ê«2›> ÃJ'™ÉýþÿÎÏÉPi 40.

(77) — 4 q ‹Œe9 41 *tß¾ ))Ó V ! Ψ ¾yaÁ*t-ÀÁ+ ADC0 ! ADC1 '¾yaÁšg¾uŽ)úÝV7¾? K "Zà J‹Ø>?øR 4.3" ω. emax.  4.2: IJ0X R 4.4û$P¾ hQ R" *t-ÀÁ+ DAC0 ™Ó 10 œ & -10 œ&¾y'#^_!HyÊ« 1.5 œ& 3.5 œ&]g BA6849  EC PiXÀÁ]gÉýþÿÎϾZ½L5ÀÁÉýþ ÿÎÏ$-"#Ÿ†³ÉýþÿÎÏÉý¾y6*tß.

(78) — 4 q ‹Œe9. 42.  4.3: IJWNY ¾ 2L!‡†ÝXV7 V ! Ψ ¾yaÁ"wŸ *tÉýþÿ ÎÏ'çTUFá™=J^_ÝX"ÉýþÿÎÏX#ýH$" R 4.5û‹¾ h" ω. 4.2. $%&'. R 3.84ÉýþÿÎÏ'TUFá]Ó^_ž#ý 120 ¾•"ùû "ÉýþÿÎÏ#ýH ¢ÝXŸ ( R 3.8) ^_3PP íÉýþÿÎÏ,õ¡"¥Ôt^_ Õ7í ( R 3.9) ^_" ''<]gí BA6849"™R 4.6ÑØ H − H @!Owx@y ûý¾Z i ,ƒL"ÝXÑØ i ¡¢û 360 ¾•5¹@O¾ ZT"ÉýþÿÎϪ4#ý$7H " ◦. + a. − a. ◦.

(79) — 4 q ‹Œe9. 43.  4.4: Z/HQH 4.2.1. 789:;<. ÅÉýþÿÎÏÝX#ý$£s£ i = −i = ii = 0 ¤á"š¿ Éý¾y V .V .V ÓJ— 3.7H-)ÝX7íø ( R 4.7)" a. a. b. c. b. c.

(80) — 4 q ‹Œe9. 44.  4.5: Z/HQN[.  4.6: 89:;  %<=> ',õ¾C¥¥ɾZû 0 rs "í^_ (( R 4.8)) ƒ*¦#ý$¼¾Z (( R 4.7)) L ¢" ûV7™¶©.

(81) — 4 q ‹Œe9. 45.  4.7: V + V − 2 · V (ch1) ?@ABC => ( DEF DC G<HIJ )(ch2) a. b. c.  4.8: V + V − 2 · V (ch1) ?@ABC => ( DEF DC G<HIJ )(ch2) '%& a. b. c. L'ší V + V − 2 · V ^_§g matlab æŽS‡†-)" '2Z¡¢¨ÓJ©Ìއ†"¿VLN6"ÝX7í K = 0.00465 ± 0.0005V olt/(rad/sec)" a. emax. b. c.

(82) + ,-./ ƒLUNB;Ó@N?o'èÙÚ´VÝX‹2ª«¬ 4¾?P¿p;šÉýþÿÎÏ‹ØÂ32Z¢­ 4ŒeH§ò(¹7ç²³<èÉýþÿÎϾ? 4»®o<šV" 5.1. "#. 'ç9;Ó2qZuUNB;Óe9¢1 §“²³Ÿ IÏí¯(¹©ª:°"R 5.1û?Z uÀ´™vlÉýþÿÎÏP¾"¾uÌMTÀÁ)¾ ?)Ó°±I˜'¼Ó4»®oOZ[*t±Z uÝX¢¤™vÉýþÿÎÏXÏí(²³:". 46.

(83) — 5 q èé. 47.  5.1: 1KLMNO&P ÷ûÉýþÿÎÏ#ý$Hž ²\ Ő G#²\Ÿ%£|9̇±ûãzZü³©Éý H°ÉýþÿÎÏ$$2žŸ I˜¥›¾C©< "ÉýþÿÎϧ)p2žŸ ''$eHÕû#ý$Hö l-íÏ2BO´ž ( ¢´·O- )'*t ADDA +'Éý¾y 6š=¾u)—˜V7¾? K "š²³®2¯Éý þÿÎÏ¢'ÉýþÿÎÏv'I˜hMuHÉݵp²³" emax.

(84) — 5 q èé. 48.  5.2: NOQ ZÃJÑN>?øR 5.2S*t pc ÀÁS‡¦.‡¦ SÀÁ+ (ADDA card)UNBADDA card DÅEFÑN DAQ-25014/8-CH.12-Bit.1 MS/s.Analog Output Multi-Function DAQ Card± *t#ÀÁ+ÀÁ!ÉýþÿÎÏÄPCç¾ Cç¾ 'žnñ /¥¶ùUNBvM'/¥¶ÓÀŽÓ¡8Cç¾ /¥¶¡ 8·¸ß>?øR 5.3S™/¥¶'ÄPÉýþÿÎÏ"Åš ²³ÉýþÿÎϾ?ŸÀ´™vÉýþÿÎÏ PC  hMuH'™/¥¶'ç¹_J(¤ÉýþÿÎϾ?4 »Z[I¡4Œªo'v 2¯ÉýþÿÎÏ÷û¾?4 LÌÿu-5Õʽ÷#OÝX¢™vÀ´™vÉ ݱ£ÝX™22(²³-.

(85) — 5 q èé. 49.  5.3: 'RST'( ºQ¡8»eÉ4šn/¥¶¡8¾ <·¼ BA6849 , IC ½ì¾ .Cç+ A( ‹Øœ^_C{¾ DIO( S]g]Ó ) i S ).¾CBy¾ .XY¾Cšõ"æZ»etÒø : BA6849 \] IC ^_/H : #»e·¸ BA6849 , IC.ÀÁ EC ¾y6¾ .ECR †yYBy.

(86) — 5 q èé 50 ¾ .µ¾õÀÁ BA6849 ¾C.µ¾õÀÁÉý!#ýuv.XY Éý¾y¾ " `ab A: #»e·¸‹Øœ^_C{¾ DIO iS.XYuv¾Cšõµ¾ õ" /cdV/H : #»e·¸'¾Cšõ;š¾y«´š¾y6vBy¾ " /ce"6 : ' 110V «3Z¾y6"  ^_@]tÒø : 1. ÎÏÉý¾y^_.XY;šÉýþÿÎÏ'TUFá@Hy¾ C" 2. TUFá^_H .H .H .H .H .H " 3.H «ea^_.2@ªTUFá^_.DIO ^_" 4. ÎÏÉý¾y^_.FG ^_.EC ;<.¾Z^_" 5. Ñ5.15V.-15V.12V.5V.¤¾^_" 6. Ñ5" 7.110V »Z¾C" 8.5V.Ñ5.15V.-15V" 9.5V.Ñ5.15V.12V.-15V" 10. 2@tÞM2@TUFá^_" + a. a+. − a. + b. − b. + c. − c.

(87) — 5 q èé. 51.  5.4: U:%7 R 5.4û‹¾ ™e/tJ—2Z4¾Cšõ— e¾ h·¸Cç+ A XY¾CBy¾ —Ée¾ h4 BA6849 ¡ì ¾ —3ì4“ÉýþÿÎÏ"R 5.5û—2e¾ hQ RR 5.6û—Âe¾ hQ R"ྠ“µ¾õJÅ /¥*t ADDA + DO(Digital Outout) A§ÀÁñ¾„ß/¥ ' PÀÁµ¾õ/Þ¥ø#4ûDE ADDA +XYš §½¾Zú§Iµ¾õ/Þ¥"#$T uvTUFá^_ *tAõ IC4053 J ]g BA6849 ^_ûœØÞ4¿‹".

(88) — 5 q èé. 52.  5.5: VWX%7Y 7.

(89) — 5 q èé. 53.  5.6: VZX%7Y 7.

(90) — 5 q èé. 54.  5.7: fgha.  5.8: i?jkIJKL R 5.7ûZÃJjxCç#jxCç4™ Visual C++6.0 V?5 «#uHpÀ 6A§ : 1. ÝXàû¾? ;.

(91) — 5 q èé 55 2. ÝÉýþÿÎÏØXY¾Z½ ; 3. ÝÀÁÉýþÿÎϱ*t adda +XY-=‚— B# PI( ¦f‡† ) ÀÁõJÀÁÉýþÿÎÏ ( R 5.8)" 4. ÉýþÿÎϙÁí<'Ÿ "© adda +PŸ A §ÝXO-!Gc-#ÉýþÿÎÏ2§" 5. *t-ÀÁÀš'-;<2í—<ÅÃJBOI˜#Ÿ ÉýþÿÎÏ-£4ÉýþÿÎϧíÏ—<-"݆³P| ƒ!ƒrs ÉýþÿÎÏ—<".

(92) 0 12345 6.1. . ¾? K ¥

(93) íÉýþÿÎÏU §.Ó½!Ý Â"UNBò §ò(.eú.¹©ª²³Ó ¾?#e9ÑØ§K´ÉýþÿÎÏè3;<<é=D- Ôt7ç¹(²OÓ¢–éX;š“<é=D-" emax. 6.2. ()*+. UNBI˜;ÓP¿pÚP ÄÁ´ž§¨A§ÝX oLJ"½Å' 6ÂÜA§ : 1. ÉýþÿÎÏ¡¾ !¡¾²³" [11] 2. ÉýþÿÎρXY ‚

(94) ²³" ~#I$¥ ¾ ÝX'¾ æçdýn½õ¾ © pdýn½õA§ IC ¿†ø#ÝX'¾ h燝±5PgQ 56.

(95) — 6 q lmno$ 57 ÝX¨¥'PÆ3PÄPí¾ h'wTPQÇȱàMJë ÝX2XÕL"Z¿ªpÉýÊ¢çî \".

(96) 6 A 78)9:! 89 (off-line) : ;<. @J ?eH4'lÉýþÿÎÏX®2¯mnÎϰ $¹mnÎϤ¥š§¶ª·¸-"P¾š¿lÉýþÿÎÏ Yý¾ÊË£Ý7ÉýþÿÎÏýQ¾yaÁ" ' V OûlÉýþÿÎÏ ab ýQ¾y÷lÎÏv|P' Yù,õË#Ÿ i = i = i = 0¢*t (3.1) ÝX7í (A.1) H" ab. a. b. c. √ 32ωr Kemax sin(θ − π ) − Vab = Va − Vb = Vas − Vbs = r 3 P 2 Kemax = max(Vab ) √ 3P ωr ω. (A.1). ·". ™ ( A.1) ÝÓÀš7 V ˆ‰6P¾~X P/(√32ω ) úÝ7í @ª K " R A.1û Qd¾9‹ØÀ±'•ë ÌõûÀÁ3. •mnÎÏ¿ª<ÝXOš"mnÎÏO$ƒ„jçt )eHú§²³Ó¾ K " ab. r. emax. emax. 58.

(97) G A @JeHBC 59 R A.2ûÉýþÿÎÏ!mnÎÏÄPrsŠ4*tR A.3P oõp'ìqpqÉýþÿÎÏ' ( øR A.4)©3e͖ΠÏ"mnÎϧò°ÉýþÿÎÏ".  A.1: pG/]qr5s.

(98) G A @JeHBC. 60.  A.2: t5

(99) uv wKs.  A.3: w6x.

(100) G A @JeHBC.  A.4: yxyz

(101) {|}. 61.

(102) G A @JeHBC 62 R A.5ûmnÎÏ 12000rpm( ¾• ) íaÁÔt )I˜ÝX7ӋŒÉýþÿÎϾ? K = emax. 0.00475V olt/(rad/sec).  A.5: ω. r. = 12000rpm. [1  0\%].

(103) ;<= [1] C. Delecluse, D. Grenier, ”A Measurement Method of the Exact Variations of the Self and Mutual Inductances of a Buried Permanent Magnet Synchronous Motor and its Application to the Reduction of Torque Ripples.”, Proceedings of the1998 5th International Workshop on Advanced Motion Control, AMC., pp. 191-197 , 1998. [2] T. Takaharu, and M. Nobuyuki, ”Sensorless brushless DC Motor Drive with EMF Constant Identifier”,IECON Proceedings., v1, p 14-19, 1994. [3] T. Hisashi, K. Takashi, and T. Hirokazu, ”Real-Time Estimation Method of Brushless DC Servomotor Parameters”,Processdings of the Power Conversion Conference PCC., v2, PCC-Nagaoka., p673-678, 1997. [4] D. W. Novotny and T. A. LIPO,Vector Control and Dynamocs of AC Drivers, New York: Oxford, 1996.. ÐÑ ,C++Primer 3rd  , ÒÓl^8¯9å: , 2001 . [6] ÔÕ ,VC++  Windows  100 , S[l^8¯9å: , 2003 [5]. .. Öר ,DC

(104) 

(105)  , BÙÚÛ8¯9å: , 1995 . [8] ܛo , 

(106)  , BÙÚÛ8¯9å: , 1995 .. [7]. [9] S. J. Wang, C. H. Fang, and S. K. Lin, ”A flux estimation method of a permanentmagent synchronous motor”, ISAMT2003, 2003,p281 .. 63.

(107) !B². 64. [10] S. J. Wang, and S. K. Lin, ”Inductance and resistance measurement of a permanent-magnet synchronous motor”, to apper in2004 World Congress on Itelligent Control and automation. [11] S. J. Wang, C. H. Fang, and S. K. Lin, ”A approach to the measurement of the inductance of a permanent-magent synchronous motor”, ISAMT2003, 2003,p275 ..

(108) ¸ƒabc ” 2ÜÉýþÿÎϾ?Þ  ?e9 ” 2004    !ÝÞNB 80348" [13] DÒf Visual C++6 "#$%ÒÓl^8¯9å: 1999. [14] 67¾8¯9å:ßà http://www.rohm.com" [15] DÅEF8¯9å:ßà http://www.adlink.com.tw" [16] Fá½%¾¿Âu92 %-  E: -ñòF& Optical Disc Technology âuã" [12].

(109)

參考文獻

相關文件

Too good security is trumping deployment Practical security isn’ t glamorous... USENIX Security

• Appearance: vectorized mathematical code appears more like the mathematical expressions found in textbooks, making the code easier to understand.. • Less error prone: without

A constant state u − is formed on the left side of the initial wave train followed by a right facing (with respect to the velocity u − ) dispersive shock having smaller

We are not aware of any existing methods for identifying constant parameters or covariates in the parametric component of a semiparametric model, although there exists an

The main conjecture for CM elliptic curves over totally real fields. We study the cyclotomic main conjecture of Iwasawa theory for E which relates the size of Selmer groups to

• One technique for determining empirical formulas in the laboratory is combustion analysis, commonly used for compounds containing principally carbon and

Murphy.Woodward.Stoltzfus.. 17) The pressure exerted by a column of liquid is equal to the product of the height of the column times the gravitational constant times the density of

We explicitly saw the dimensional reason for the occurrence of the magnetic catalysis on the basis of the scaling argument. However, the precise form of gap depends