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Ichiro INASAKI
1985 Volume 51 Issue 466 Pages
1163-1169
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Katsuhisa FUJITA
1985 Volume 51 Issue 466 Pages
1170-1179
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Takahiro KONDOU, Hideyuki TAMURA, Atsuo SUEOKA
1985 Volume 51 Issue 466 Pages
1180-1188
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Shigeo YANABE, Hiroki TOKUHASHI, Akiyoshi TAMURA
1985 Volume 51 Issue 466 Pages
1189-1197
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Keiji YOKOSE, Mitsuo IGARASHI, Jiro TAKAYANAGI
1985 Volume 51 Issue 466 Pages
1198-1208
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Haruo OKAMURA
1985 Volume 51 Issue 466 Pages
1209-1217
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Eiji HASEGAWA, Mikio MATSUSHITA, Masatoshi SEKIGUCHI
1985 Volume 51 Issue 466 Pages
1218-1225
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Toshihiko ASAMI, Hisayoshi SEKIGUCHI, Shoji TANIGUCHI
1985 Volume 51 Issue 466 Pages
1226-1234
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Michiyuki TAKAGI, Katsuaki KIKUCHI, Kazuhiro KOMATSU, Kunio KAMATA
1985 Volume 51 Issue 466 Pages
1235-1244
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Kiyoshi NAMURA
1985 Volume 51 Issue 466 Pages
1245-1254
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Takehiko FUJIOKA, Masakazu IGUCHI
1985 Volume 51 Issue 466 Pages
1255-1263
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Hiroshi MIFUNE, Masaharu YANAGI, Toshihiro NAKAMURA
1985 Volume 51 Issue 466 Pages
1264-1272
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Masao NAGAI
1985 Volume 51 Issue 466 Pages
1273-1280
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Hiroshi MATSUMOTO, Yoshio SATO
1985 Volume 51 Issue 466 Pages
1281-1289
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Osamu SATO, Hiroshi SHIMOJIMA, Hiroshi YOINARA
1985 Volume 51 Issue 466 Pages
1290-1297
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Satoshi ODA, Takao KOIDE, Takatsune YAMATANI
1985 Volume 51 Issue 466 Pages
1298-1304
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Satoshi ODA, Kouitsu MIYACHIKA, Takehide SAYAMA
1985 Volume 51 Issue 466 Pages
1305-1311
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Satoshi ODA, Kouitsu MIYACHIKA, Takao KOIDE, Masahito MIZUNE
1985 Volume 51 Issue 466 Pages
1312-1319
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Hiroshi HIRASAWA, Isao YAMATO, Tominori YAMADA
1985 Volume 51 Issue 466 Pages
1320-1328
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Chotaro NARUSE, Shoji HAIZUKA, Ryozo NEMOTO, Kazushi KUROKAWA
1985 Volume 51 Issue 466 Pages
1329-1337
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Hisashi TAMURA, Takao SAKAI
1985 Volume 51 Issue 466 Pages
1338-1346
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Masafumi SAKAMOTO, Yoshimi TAKEUCHI, Keisuke KAMIJO
1985 Volume 51 Issue 466 Pages
1347-1353
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Masanori KAGOTANI, Toshio AIDA, Tomio KOYAMA, Susumu SATO, Takeshi HOS ...
1985 Volume 51 Issue 466 Pages
1354-1361
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Michihiko TANAKA, Akira YAMADA
1985 Volume 51 Issue 466 Pages
1362-1371
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Yoshitsugu KADOWAKI
1985 Volume 51 Issue 466 Pages
1372-1380
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Tadao KAGIWADA, Tadahiko KANAUCHI
1985 Volume 51 Issue 466 Pages
1381-1388
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Kyousuke ONO, Takeshi EBIHARA, Tooru TANAKA, Kazunori SHINDO
1985 Volume 51 Issue 466 Pages
1389-1398
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Masataka YOSHIMURA, Osamu HIKITA, Katsundo HITOMI
1985 Volume 51 Issue 466 Pages
1399-1405
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Kenji YURA, Katsundo HITOMI
1985 Volume 51 Issue 466 Pages
1406-1412
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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Masakazu KOJIMA, Masahiko KUDO
1985 Volume 51 Issue 466 Pages
1413-1419
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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In the last report a nonlinear vibration equation 'Spanworm equation' is proposed for stepping motored-machine system analysis. According to the relationship between a time constant of electric driving circuit and a mean time interval of driving signal pulses, the utility of this spanworm equation is classified into 4 classes. Two of these classifications are already treated in last report and in this paper the third class of the applications is presented. In this third category the electrical time constant and the time interval of successive steps are almost in a same range. Therefore the driving motor torque is always in a transient condition and the last form of spanworm equation is revised for preciser expression of this transient character. The employed practical example is a paper tape reader system. The experimentally determined optimum design of this system is well forecasted by the calculation of the spanworm equation.
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Toshio KAMEOKA, Michiya KUROHASHI
1985 Volume 51 Issue 466 Pages
1420-1426
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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The process to derive theretical equations to estimate the lateral forces generated in the labyrinth seal on a whirling rotor is shown in this paper, based on the authors' original fundamental equations which have been proved to be satisfactory as to the forces generated in a spinning labyrinth with a small displacement from the center line of its casing. Using the theoretical equations thus obtained, the relationship between the geometry and the behavior of a labyrinth seal has been examined, and it has been shown by the examination that the difference in the former gives the different distinctive feature to the latter.
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Hisashi TAMURA
1985 Volume 51 Issue 466 Pages
1427-1432
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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The point-contact bevel gears substantially have both lengthwise and profile ease-off which are essential in gearing. This paper is concerned with Duplex Spread Blade Method to cut the point- contact spiral bevel gears with tapered tooth height. The main procedure is to decide the tooth surfaces of crown gears which satisfy "Duplex condition". The thory is developed assuming that Gleason hypoid generator is used and generating relationships remain unaltered. The point-contact gears are obtained by Gleason cutter in which inside cutter blade is modified to circular arc. The gears mesh with each other in little relative curvature.
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Mitsuhiro INOUE
1985 Volume 51 Issue 466 Pages
1433-1439
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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A device in which the sliding interface between a friction material and a brake disc can be observed directly, was developed to investigate the phenomenon of brake squeal with reference to the composition and method of manufacturing the disc brake pad. The results of investigation show that, in a disc brake pad which is liable to squeal, scales of thermally-decomposed material are produced easily on the frictional surface at a low temperature and with a small compression force. It was also ascertained that, when the quantity of inorganic substances in a brake pad is increased, the brake pad becomes liable to squeal; and that, when the void content of the brake pad is increased, the rate of generation of thermally-decomposed material on its frictional surface drops and the brake pad is very unlikely to squeal. These results prove that the degree of brake squeal is governed by the rate of deposition of thermally-decomposed materials on the frictional surface.
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Hideyuki OTAKI, Yoshio ISHIKAWA
1985 Volume 51 Issue 466 Pages
1440-1446
Published: June 25, 1985
Released on J-STAGE: February 21, 2008
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The stress distribution of anisotropic mediums have been hardly analysed because of the difficulties in derivation of stress functions. Then this report treats an easy method for derivation of the stress function of anisotropic mediums and for analysis of stress distribution of gear liked disk which is applied a concentrated load at its boundary.
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