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scroll相关的网络例句

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与 scroll 相关的网络例句 [注:此内容来源于网络,仅供参考]

One side divider scroll assembly may be deactivated, while the right side crop divider scroll assembly remains powered for separating the two harvested rows from the adjacent row to the right side of the harvested rows during each subsequent pass of the harvester through the cane field.

最初的两排甘蔗被收割后,收割机在随后进行的每次收割时,其中一边螺旋装置是不活动的,而右边的螺旋装置仍然扶持还没收割的邻近甘蔗并将其与正在收割的甘蔗行分开。

This paper de-duces the equation of scroll case surface with the enveloping theory,builds the envelope sur-face of ellipsoides with variable radius by using the the method of constructing an ellipse withseveral arcs and presents a new and simple method fOr geometry moulding of scroll case sur-face.

蜗壳是水电站的重要部件之一,本文以包络理论推导了蜗壳曲面方程;并采用分段圆弧构造椭圆的方法构造了变径椭球包络曲面,为蜗壳曲面的几何造型提出了一种新的简便方法。

Study on geometry theory and engagement characteristics of scroll profiles Aiming as the limitations of scroll profiles in existence, the whole characteristics and local characteristics of plane curve instinct equation were studied. Analyzed the equidistant curve of envelope principle, normal equidistant curve creating method and envelope equidistant curve creating method were gained.

针对现有表征方式的局限性和不足之处,从微分几何角度出发,研究了平面曲线固有方程的局部特性和整体特性,分析了通用涡旋型线等距曲线和包络原理,得到了法向等距曲线生成及包络法等距曲线生成方法,推导了通用涡旋型线的坐标变换方法,得到了通用涡旋型线的平面啮合理论。

Therefore, a scroll compressor (40) is provided, which includes fixed scroll-pan (7) erecting and setting gyrate cover plate (7b) on mirror plate (8a); rotary scroll-pan (8) set relative to the fixed scroll-pan and capable of rotating; back pressure chamber (18) set on the back of the rotary scroll-pan, the pressure of which is between discharge pressure and suction pressure.

为此提供一种涡旋压缩机(40),具备:固定涡盘(7),其在镜板(7a)上立起设置有旋涡状的盖板(7b);旋转涡盘(8),其与固定涡盘相对设置且可以旋转;背压室(18),其位于旋转涡盘的背面,压力处于排出压力与吸入压力之间。

Big bitmaps will confine to the entire area of this control with a vertical scroll bar on Right side ( the scroll bar will be displayed if the height of the image is greater than the height of this control) and a horizontal scroll bar at the bottom of this control (the scrollbar will be displayed if the width of the image is greater than the width of this control).

大位图将只对本一份关于右侧垂直滚动条控制整个地区(滚动条将显示,如果图片的高度大于这个控件的高度)和水平滚动条的底部此控制(滚动条将显示,如果图像的宽度大于这个控件的宽度更大)。

Assumptions: theright to a permanent Christmas Antlers hit a Christmas special Antlers scroll attributes of a multi-force attacks a magicpower until after a chaotic time scroll (scroll Chaos: 60% of the property was an increase of 5 or 5) If another 2 smashingsuccess of the chaotic volume increases are aggressive, and that Christmas is the ability to attack the Moluccan 1 +5 +5 = 11attack.

假设:一个永久权的圣诞鹿角砸中了一张圣诞鹿角专用卷轴属性多了 1攻击力 1魔法力等到以后出混沌卷轴的时候(混沌卷轴:60%随即属性增加5或减少5)如果能再砸成功2张混沌卷都加攻击力,那圣诞鹿加的攻击力就是 1+5+5=11攻。11攻的帽子价格会怎么样大家自己想吧'''''''''但是注意,以上的只是假设而已。

Scroll Lock key first appeared in IBM's PC / XT and AT type keyboard, 83 keyboard interface 84 Now the key not only in PC-...

Scroll Lock键最早出现在IBM的PC/XT机型的83键盘和AT接口的84键盘上,现在这个键不仅仅出现在 PC机。。。

Firstly, this paper introduces the model-line of the scroll expander in detail and deduces integrally the geometrical theory on the scroll expander. Basing on the transparent geometrical relation of the scroll expander, force analysis of the immobile and the rotary turbination are showed in the paper.

首先,本文比较详细的介绍了涡旋机械的型线构造,之后对涡旋式膨胀机的几何理论进行了比较全面介绍和推导,在明晰涡旋膨胀机基本几何关系的基础上,对动、静涡盘进行了受力分析。

Staff, Ice Staff, poisonous Staff,爆炎Staff, Ray灵珠short stick, ice灵珠short stick, drugs灵珠short stick, fire灵珠short stick, thermometer,七星剑,刺枪heroic battle sword, the sun sword米伽勒the pans, dog nose, maple stick, ice灵珠short stick, 100% T-shirt luck scroll, 100%裤裙quick scroll, 100% helmet hit the bar, 60% T-shirt luck scroll

狂雷之杖,寒冰之杖,剧毒之杖,爆炎之杖,雷灵珠短杖,冰灵珠短杖,毒灵珠短杖,火灵珠短杖,温度计,七星剑,刺枪,英雄战剑,太阳剑,米伽勒的平底锅,狗狗鼻,枫树杖,冰灵珠短杖,100%上衣运气卷轴,100%裤裙敏捷卷轴,100%头盔命中卷轴,60%上衣运气卷轴

Scroll Lock indicator light that is in the screenshot key to the top of the right side of home keys, he closed on it.

那个是Scroll Lock的指示灯,在截屏键的右边 home键的上方,把他关了就可以了。

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Graf, without question, is the greatest women's player in history.

格拉芙,现在,毫无疑问是女子网坛历史上最伟大的选手。

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如果没有,您将需要检查所有的重要数据。

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开发。生产高档玻璃洁具及卫浴成套设备的专业企业。