Abstract:
Masonry is the most commonly used building material for construction of low rise buildings and
even for infill-walls of some high-rise buildings in Sri Lanka. Propagation of cracks in masonry
walls is one of the main problems in masonry structures as it affects aesthetics and serviceability
greatly. Movement in masonry is the prime cause for such cracks. Especially when movements
are restrained, stresses will be set up which may lead to cracking. Even though these cracks may
not be of structural significance, due to the difficulties in concealing them permanently and due to
increase in maintenance costs of buildings, it has become one of the main concerns in the
construction industry.
In a few Codes of Practice and Standards, various guidelines are stipulated to control cracking in
masonry, but still there are no hard and fast rules for predicting movements accurately at the
design stage, due to its complexity. The guidelines specified for design of movement joints for
masonry in other countries cannot be directly used in Sri Lanka for local masonry, due to
differences in environmental conditions and material properties. Therefore, there is a strong need
to develop a methodology for movement joint design and a specification of movement joints for
masonry structures in Sri Lanka. To achieve this goal, a comprehensive research study was
carried out. It consisted of a literature survey, a field study, an experimental study, a theoretical
study and a finite element study.
The literature survey was carried out to identify the important parameters to be studied, to assess
the current state of knowledge, and to gather necessary information on the design of movement
joints.
A field study was carried out by conducting a detailed questionnaire survey to collect information
on cracking of local masonry walls. Most of the houses had at least one or more cracked walls
and majority of the cracks was present only in the superstructure. Wall thickness, exposure to
direct sunlight /rain, wall length/height ratio, existence of openings, cross sectional variations in
walls, and existence of wall junctions or wall returns were found to be influential parameters on
movements.
The experimental study included an extensive investigation of movements in different types of
masonry wall panels, where 34 wall panels were tested for movements over long period of time
till movements stabilized. As brickwork is the most widely used masonry material in Sri Lanka,
greater emphasis was given to it. With these tests, long-term movements in different types of
masonry were investigated. Numerous tests were also carried out to determine the required
properties of brickwork and constituents of brickwork, needed for the theoretical study and the
finite element study. The experimental study also resulted in the development of a simple,
accurate and inexpensive method for measurement of long term movements in masonry.
A theoretical model accounting for elastic, creep, shrinkage and thermal deformations of bricks
and mortar was developed with an accuracy of 96% to predict the long-term movements in
masonry, which can be used to investigate various aspects which influence design of movement
joints for masonry walls. Parametric study highlighted its usefulness.
A finite element analysis, using SAP 2000 with thin shell elements, was carried out to study the
behaviour of masonry walls subjected to restrained shrinkage, using varying sizes and varying
end conditions of a rectangular wall. Significant influence of L/H ratios of walls on stresses
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developed in masonry walls was seen. Influence of openings, wall returns, and restraints were
also studied.
Finally a methodology for design of movement joints was developed and presented. Further,
simplified guidelines for design of movement joints with minimum calculations, were also
proposed. Some important conclusions of the study were that moisture expansion of local bricks
is insignificant in comparison to that reported for high strength bricks in other countries;
movement of local masonry can be described by three parameters maximum shrinkage (ε0),
maximum expansion (εex) and critical shrinkage (εcr) of which last is the most decisive parameter;
and first year after construction is the critical period as regards movement of local masonry.