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Transient elastohydrodynamic lubrication film thickness in sliding and rolling line contacts

机译:滑动和滚动线接触中的瞬态弹性流体动力润滑膜厚度

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The contact behavior between cam and follower is greatly influenced by the kinematics and dynamics of the whole valve train system. This is the reason that both shape and thickness of the fluid film in the contact gap are mainly determined by applied loads and relative contact speeds as well as the curvatures of contacting elements. Most of the studies about lubricant film behavior between cam and follower have been performed without a consideration of transient effects in the contact gap. For the computational difficulties of transient effects, most contact conditions such as relative contacting speeds have been regarded as quasi-steady state during the whole operating cycle. In this work, in order to obtain stable convergence, a multigrid multi-level method is used for the computation of load capacity in the lubricant film. Nonlinear valve spring dynamics are also considered in the same way as Hanachi's. From the computational results, transient EHL film thicknesses under the conditions of different contact geometries are computed for a pushrod type valve train system during an engine cycle. Several results show the squeeze film effect, which is generally not found with conventional EHL computations of the cam and follower contact. The results are also compared with those by the Dowson-Hamrock (D-H) formula, which does not consider the dynamic film effect. Without the dynamic film effect as in D-H's formula, the minimum film thickness is highly dependent on the entraining lubricant velocity, whereas the minimum film thickness including the squeeze film effect is dependent on the applied load.
机译:整个气门机构系统的运动学和动力学极大地影响了凸轮与从动件之间的接触行为。这是在接触间隙中流体膜的形状和厚度都主要由施加的载荷和相对接触速度以及接触元件的曲率决定的原因。关于凸轮和从动件之间的润滑膜行为的大多数研究都没有考虑接触间隙中的瞬态影响。由于瞬态效应的计算困难,大多数接触条件(例如相对接触速度)在整个工作周期内都被视为准稳态。在这项工作中,为了获得稳定的收敛性,使用了多网格多级方法来计算润滑膜中的负载能力。非线性气门弹簧动力学也与Hanachi相同。根据计算结果,在发动机循环期间,对于推杆式气门机构系统,计算了在不同接触几何形状条件下的瞬态EHL膜厚度。几个结果显示出挤压膜效应,这在凸轮和从动件接触的常规EHL计算中通常是找不到的。还将结果与不考虑动态胶片效果的道森-汉姆洛克(D-H)公式进行比较。没有D-H公式中的动态薄膜效应,最小薄膜厚度高度依赖于夹带润滑剂的速度,而包括挤压薄膜效应的最小薄膜厚度则取决于所施加的载荷。

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