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Research Article

Cylinder Head Bolt Tightening Strategies in Case of Multi-Cylinder Engines and Its Effect on Gasket Sealing Performance, Bore Deformation and Piston Ring Conformability

, &
Pages 303-321 | Received 04 Jul 2017, Accepted 10 Sep 2018, Published online: 27 Sep 2018
 

ABSTRACT

The cylinder head gasket (CHG) joint is the most critical sealing joint for IC engine performance. Cylinder head bolt preload application should be stoichiometric. Excess cylinder head bolt pre-tension develops more stress and further leads to bore deformation. Insufficient cylinder head bolt pre-tension leads to gasket leakage. It is challenging to achieve uniform pressure distribution because of variation in stiffness of block and head. But the minimum pressure must be ensured for leak-proof joint. In this article, gasket pressure distribution around the cylinder bore is estimated by non-linear Finite Element Analysis (FEA) and compared with Fuji Film results. Bore deformations, due to spiral and cross patterns, are determined and compared. Piston ring conformability is estimated in terms of percentage sealing of the ring to the liner. Effects of bolt tightening strategies are investigated for engine gasket sealing parameter, bore deformation and piston ring conformability.

Nomenclature

ɣ ==

interpenetration between the two contacting bodies in terms of displacement

p ==

normal traction

Г ==

interface between the contacting bodies over which the penalty term is integrated

fc ==

contact force

vT ==

normal velocity

fint ==

internal forces

fext ==

external forces

Ma ==

inertial forces

Δr ==

deviation from ideal circle

N ==

number of nodes per level

An and Bn ==

Fourier coefficients of nth order

Cn ==

Magnitude of nth order harmonic

αn ==

Angle of nth order harmonic

k ==

conformability coefficient

Ft ==

tangential load

D ==

nominal diameter of ring

E ==

modulus of elasticity

J ==

moment of inertia of the ring cross section

Umax ==

ring conformability

k ==

Conformability coefficient

I ==

Order of deformation (2, 3….)

r ==

Radius of ring

ub ==

maximum deformation

Acknowledgments

I would like to thank my colleague in Powertrain engineering department of, The Automotive Research Association of India (ARAI) & VIT University who has given support for carrying out above work.

Disclosure statement

No potential conflict of interest was reported by the authors.

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