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Article type: Cover
Pages
Cover1-
Published: March 30, 1958
Released on J-STAGE: February 24, 2018
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Article type: Cover
Pages
Cover2-
Published: March 30, 1958
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Article type: Appendix
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App1-
Published: March 30, 1958
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Eisuke IWASA, Masaru IKEDA, Tosaku ICHIKAWA
Article type: Article
Pages
1-6
Published: March 30, 1958
Released on J-STAGE: February 24, 2018
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On the previous report, the authors gave an outline of the wooden harbour launches which also served as tug. With regard to those small boats, few papers and reference data are available at present. Moreover, since the publication of the first report various kinds of light scantling boats and small harbour launches have been launched at Kobe Port. The authors present in this report the design and some particulars concerning the high speed boats out of those. To the technical progress on wooden ship building this record will make some contributions.
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Kazue MINAMI, Takeo KIZU, Ko NISHIMAKI, Akisuke URATA
Article type: Article
Pages
7-11
Published: March 30, 1958
Released on J-STAGE: February 24, 2018
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The experiments made on a recently built mechanical trigger are reported in this paper. They were made at first on the condition only with the first lever of the trigger and then at the launching of two vessels. By these experiments stress distribution over the surface of the first lever, starting force, frictional coefficient of launching ways, etc, were measured. The results are as follows :- (1) Strength of the cover plate of the mechanical trigger being insufficient, displacement of the cover plate should be reduced by reinforcing it. (2) The variation of the starting force during the preparation stage of launching can be explained. (3) Frictional coefficients of launching ways for the M.S. Elsborg and the M.S. Rosborg are 0.0208 and 0.0191 respectively.
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Sannosuke SHIMAMOTO, Kiyoshi TSUCHIDA, Yasushi MUKOYAMA, Hiraku TANAKA
Article type: Article
Pages
12-20
Published: March 30, 1958
Released on J-STAGE: February 24, 2018
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1. The height of wave that rises ahead of a column, such as periscope of submarine, running across the water surface is nearly equal to the velocity head (V^2)/(2g) of the column, when the speed is comparatively low. However, when the speed becomes higher, the height of wave crest, followed by splash resulting from its crumbling, is less than the velocity head. The relation between the wave height H, or velocity head (V^2)/(2g) (V is the speed of column and g acceleration of gravity), and Froude's number 〓 is shown by the authors as follows : For 0 < 〓 < 3.4 [numerical formula] and for 3.4 < 〓 < about 9 [numerical formula], and the ratio of the wave height H to the diameter D is [numerical formula] 2. The number of Karman vortices generated behind the column in expressed, as is commonly known, by the following formula :(ND) / V �� 0.2 where N is the number of vortices generated in a unit time, D the diameter of the column, and V its speed. Our experiments carried out at Reynolds' numbers over 10^5 reveal, however, that (ND) / V is not always about 0.2.
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Yoshiro KASAMA, Yotaro IIDA
Article type: Article
Pages
21-26
Published: March 30, 1958
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The selection of steam conditions for marine turbines is influenced to a great degree by the fuel economy. The curves in the paper show the reduction in steam and fuel consumption by the adoption of the high pressure and high temperature steam. Next, the main features of the modern Mitsubishi-Westinghouse turbines are described, especially oh their excellent reaction blading, with some efficiency curves. The "5600" type reaction blading has developed principally for the geared marine turbines destined to operate over a wide speed and load range with high efficiency.
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Yoshikazu MATSUURA
Article type: Article
Pages
27-34
Published: March 30, 1958
Released on J-STAGE: February 24, 2018
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In studying the strength and stiffness of a beam which is subjected to lateral loading, we usually apply the so-called "beam theory". But, when we deal with a deep beam, the beam theory often gives insufficient answers, because, in this case, the deflection of the beam due to shear should not be disregarded. Moreover, if the beam is statically indeterminate, the bending moment curve of the beam should also be altered by shear. I propose to show how the effect of the shear may be taken into account in calculating the statically indeterminate quantities and the deflection of the beam, and I deduce the general expression of those quantities, from which the results of the "beam theory" may be obtained as special cases.
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[in Japanese]
Article type: Article
Pages
35-38
Published: March 30, 1958
Released on J-STAGE: February 24, 2018
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[in Japanese]
Article type: Article
Pages
39-42
Published: March 30, 1958
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Article type: Appendix
Pages
43-44
Published: March 30, 1958
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Article type: Appendix
Pages
App2-
Published: March 30, 1958
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Article type: Appendix
Pages
App3-
Published: March 30, 1958
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Article type: Appendix
Pages
App4-
Published: March 30, 1958
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Article type: Appendix
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App5-
Published: March 30, 1958
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Article type: Appendix
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App6-
Published: March 30, 1958
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Article type: Appendix
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App7-
Published: March 30, 1958
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Article type: Appendix
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App8-
Published: March 30, 1958
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Article type: Appendix
Pages
App9-
Published: March 30, 1958
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Article type: Cover
Pages
Cover3-
Published: March 30, 1958
Released on J-STAGE: February 24, 2018
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