172 mm

Notes for Authors for the Journal of JSEM
247 mm***Taro JIKKEN and Jiro RIKIGAKU

An example of the manuscript for the Journal of JSEM is shown. **************** ***************************** **** ***** ***** **** ** **** ****** ****** ***** *** ****** ***** ********* ****** ***** ********* *** **** ****** ****** ***************** ***** ********* **** ****** *** **** ***** ***** *****
10 mm ********* **** **** ***** *******.
10 mm
Key words: Experimental mechanics, Photoelasticity, Stress concentration, Optical engineering, Digital imageprocessing, *******, **** ******, ******** **1. Style, Margins and Fonts

8. Referencesa. The title of the paper and the list of authors should beformatted to use the full width of the page. Abstracts andKey words should appear after the authors. The remainderof the paper should be formatted to appear as two columns,with a column width of 82 mm and 8 mm between columns.
b The paper size should be A4 or US letter. The document
should be typed in an area of 172 mm × 247 mm.
c. The preferred font is Times Roman. The font of section
headings should be Helvetica or equivalent. The title
should be 16-point type. The authors: 11pt. The section
headings: 10pt. The text: 9pt.

a. Use superscript notation to indicate the reference number inthe text, for example1).
b. References must be listed by number at the end of the paper.
c. Do not list references which are not cited in the text.
d. References should be prepared in the following generalformat: author (last name, and initials), title of article, title ofpublication, volume and issue number, year of publication,
page numbers. Font size is 8pt.

2. Length
2.1 Limit of length
Length of the paper is limited to 8 pages for the Journal ofJSEM, including text, illustrations and references.

3. Title
Type this information 2 lines down from top margin in 16point type and center.

4. Authors
Type this information centered below the title.

5. Abstract and Key Words
Begin the abstract after the list of authors. Include a shortabstract (maximum 200 words) consisting of a one-paragraphsummary of the main points of the paper. Include 5 to 8
keywords after the abstract. All text should be single-spaced.

6. Photos and Drawings
a. Photos and line drawings, clearly marked by figure numbers,
should be reduced and positioned at the appropriate location
within the text. Figures may occupy the full width of thepage if necessary.
b. Color photos and drawings are not accepted basically.

7. Equations

References1) Frocht, M. M. and Guernsey, Jr.: Further work on the general threedimensional photoelastic problem, J. Appl. Mech., 22-6 (1995), 183189.
2) Chao, Y. J. and Sutton, M. A.: Accurate measurement of two- andthree-dimensional surface deformations for fracture specimens bycomputer vision, Experimental Techniques in Fracture (Epstein, J.Sed.), VCH Publishers (1993), 59-93.
3) Dally, J. W. and Riley W. F.: Experimental Stress Analysis (3rd ed.),
McGraw-Hill (1990), 374-388.
4) Yoshida, J., Kumagai, T. and Iguchi M.: Effect of local wettabilitychange on liquid plug length in microgravity (in Japanese), J. JSEM,4-2 (2004), 25–29.
5) Abe, H. and Igata, N.: Ouyou Kinzoku Butsurigaku Jikkenho (inJapanese), Korona Sha (1961), 33-39.
6) Blitterswyk, J. V., Fletcher, L. and Pierron, F.: Characterisation of theinterlaminar properties of composites at high strain rates: a review,
Adv. Exp. Mech., 2 (2017), 3-28.
7) Rys, T., Chen, L. and Sankar, B.: Mixed mode fracture toughness oflaminated stitched composites, CD-ROM Proc. 2004 SEM X
International Congress and Exposition on Experimental and Applied
Mechanics (2004).
8) Longhurst, W. L.: Force control friction stir welding, PhD Thesis,
Vanderbild University, (2009).
9) ImageJ download directory: https://imagej.nih.gov/ij/download.html

Table 1

Caption of table

Retardation (nm) Fringe order
00
400
0.73
650
1.19

Observed color
Black
YellowBlue

Equations must be allowed sufficient space to ensure clarity.
Equations must be numbered consecutively, with the numbers
parenthesized at the end of the corresponding line.

I = I0 sin 2(α − θ ) sin22δπλ(1)Received on August 4, 2017
Department of Mechanical Engineering, University of Experiment(Komagome, Tokyo 133-8622, Japan)**
Institute of Optics (Noda, Chiba 278-8510, Japan)*

Fig.1 Caption of figure in relation between correlation
coefficient and location of point