• 検索結果がありません。

Friction Reduction of Ceramic Surfaces by Micro-Dimple Patterning

N/A
N/A
Protected

Academic year: 2021

シェア "Friction Reduction of Ceramic Surfaces by Micro-Dimple Patterning"

Copied!
1
0
0

読み込み中.... (全文を見る)

全文

(1)

THE SUMMARY OF Ph.D. DISSERTATION School of

Integrated Design Engineering

WAKUDA,Manabu

Title

Friction Reduction of Ceramic Surfaces by Micro-Dimple Patterning

Abstract

Advanced ceramics have long been expected to be new structural materials capable of replacing widely used engineering materials such as metals and plastics, due to their superior properties, i.e. high hardness, high wear resistance, high heat resistance, etc. Some researchers have identified that frictional surfaces with controlled porosity can exhibit excellent behavior in tribological applications. This study investigates the machining characteristics during abrasive jet machining of ceramic materials and the tribological properties of micro-dimpled ceramic surfaces under lubricated sliding conditions.

Chapter 1 summarizes the background and previous studies.

Chapter 2 evaluates the machinability of abrasive jet machining of engineering ceramics from both theoretical and empirical points of view. Model equations relating material removal and the properties of materials and projectiles were developed for the two cases involving machining with abrasives of both high and low hardness. It was verified that the experimental results agreed qualitatively with these equations. Furthermore, the influence of the projectile properties in terms of size and velocity could also be interpreted by the theoretical model.

Chapter 3 focuses more specifically on the response to particle impacts in abrasive jet machining of alumina ceramics machined with various abrasives. When GC abrasive was used, in particular, smooth surface morphology was obtained. The presence of a thin fine-grained surface layer was found, which was generated as a result of particle impact and played a role in enhancing the bending strength of the alumina material.

Chapter 4 describes the influence of abrasive jet machining on strength degradation. It was clarified that the material removal by micro brittle fracture did not necessarily degrade the strength of the material, because the scale of the machining defects was smaller than that of the pre-existing cracks. In addition, the surface morphology dimpled with the AJM technology did not lead to strength degradation of the ceramic material. These results verified that AJM has a high potential as a micro-machining technique for tribological applications.

Chapter 5 describes the frictional properties of micro-dimple patterned silicon nitride ceramics through pin-on-disk tests modeling the cam/follower interface. An appropriate dimple pattern could successfully reduce the friction coefficient by approximately 20 % as compared to a non-dimpled surface, as a result of the improved lubricating performance at the direct contact interface.

The results of this study are summarized in Chapter 6.

参照

関連したドキュメント

The volumes of the surfaces of 3-dimensional Euclidean Space which are traced by a fixed point as a trajectory surface during 3-parametric motions are given by H..

On the other hand, when M is complete and π with totally geodesic fibres, we can also obtain from the fact that (M,N,π) is a fibre bundle with the Lie group of isometries of the fibre

The proof there does not use the fact that H ∗ (X, C[2]) has a counit, in fact it only uses its diagonal map. It relies on the earlier work in [Leh99], which has been extended to

Indeed, if we use the indicated decoration for this knot, it is straightforward if tedious to verify that there is a unique essential state in dimension 0, and it has filtration

As we have anticipated, Theo- rem 4.1 of [11] ensures that each immersed minimal surface having properly embedded ends with finite total curvature that is in a neighbourhood of M k

We derive closed formulas for the Arakelov-Green func- tion and the Faltings delta-invariant of a compact Riemann surface1. 2000 Mathematics Subject Classification: 14G40,

In Section 3, we show that the clique- width is unbounded in any superfactorial class of graphs, and in Section 4, we prove that the clique-width is bounded in any hereditary

In this paper, under some conditions, we show that the so- lution of a semidiscrete form of a nonlocal parabolic problem quenches in a finite time and estimate its semidiscrete