1.
The Use and Practice of Arc Running in High Jump;
弧线助跑在背越式跳高中的作用及练习
2.
Research on Theory and Practice of Curving Approach Skill in Back-style High Jump;
背越式跳高弧线助跑技术理论和实践研究
3.
Theoretical Research on Fast Curved Tosbury Flop of the Backstyle High-Jump;
背越式跳高快速弧线助跑起跳的理论探讨
4.
Brief Analysis on Technical Points and Training Methods of Curving Approach in Fosbury Flop
背越式跳高弧线助跑技术要点及训练方法分析
5.
The Relations between Curvilinear Run-up of Back-style High Jump and Jumping Techniques
背越式跳高弧线助跑与起跳技术的关系探讨
6.
Take-off Effect Study of Fast Curved Fosbury Flop of High-Jump
背越式跳高快速弧线助跑起跳对起跳效果的影响
7.
THE MECCHANICaL ANALYSIS OF ROTARY ANGULAR MOMENTUM PRODUCED BY THE CURVE RUN - UP AFTER TAKE - OFF IN FOSBURY - FLOP;
背越式弧线助跑起跳腾空产生旋转角动量的力学分析
8.
A Teaching Experimental Research on the Adding-Points Control of Arc Running Take-off in Flop High Jump;
对加点控制背越式跳高弧线助跑起跳的教学实验性研究
9.
Effective Ways to Improve and Perfect Curve Run-up Approach in Fosbury Flop;
背越式跳高弧线助跑技术改进的有效途径及相关的探讨
10.
Biomechanical Analysis and Technical Characteristics of Approach Run in Arc in Fosbury Flop;
背越式跳高弧线段助跑的生物力学分析及其技术特点
11.
An Analysis on the Kinematics of Arc Running -up for Javelin Casting Steps;
标枪投掷步弧型助跑的运动学有关分析
12.
The Counting Method and Procedure for Arc Scratch of the First and the Third Straight and Curve Interface;
第一和第三直曲段交界处弧线起跑线的计算原理和方法
13.
Re-discussion on Setting Out Curved Start on Bend of Track and Field Ground in Open Race;
关于半圆式田径场弯道不分道跑竞赛项目弧形起跑线画法的研究——再论椭圆式画法
14.
The psychological Analysis of the Oblique Run-up Skills for the Instep s Frontally-kicked Football Orientation;
对脚背正面踢球斜线助跑技术的心理学分析
15.
Blood goes to the eyes so that the liar can more efficiently map out an escape route, he says.
血冲到眼睛是为了有助于说谎者更好地找到逃跑线路。
16.
Application of Quick Diagnostic Technology in Sports Biomechanics on the Athletic Straight Running-Up Events;
运动生物力学快速诊断技术在田径直线助跑类项目中的应用
17.
Test on Effect of Running-in Properties of Double Circular-Arc Gears
影响双圆弧齿轮跑合性能的实验研究
18.
In this paper, a new method with the help of computer is introduced and the center stake corrdinate of ellipse curve with knowing are longitude is calculated.
本文借助计算机,利用累加法,解决了以弧长为已知量计算椭圆曲线坐标的问题。