To recognize further related to the behavior of the connection due to the use of the tools connect a special method for testing is needed. Scientific writing describes one of the techniques of
measurements of the strength of bamboo and provides a means of connecting that is used as well
as the impact of damage to the mechanical well on the bamboo and on the tools used.
2 RESEARCH METHODS
2.1 Stimuli
This research used the quantitative method, utilizing a comparative study and an experimental
study. Before doing the testing, exploration studies were carried out in the literature related to the
principles of work and distribution of the load and the force on a series of bamboo construction and
experiment in the circuit of the simple construction of bamboo, such as the use of test equipment
compressive and tensile strength.
The results of the observation and search of a comparative study found how there are two kinds
of connection base. The first is the connection with the belt (rope) and pegs.
2.2 Subject
This research was done in an effort to discover how to make a simple circuit according to the
principles of the compressive force, The tensile force received and borned, will be distributed on
each rod element in the series of truss system/truss system (Salvadori 1981 in Gunawan et al. 2013)
trunks interconnected with joints on the ends of the rod and distributes the load on the dots connect
the gusset on the truss system/truss system by using a means of connecting a rope or a means of
connecting pegs.
2.3 Research procedures
First, make a model of the test object with a variety of connection devices of different types. The
model in the form of an equilateral triangle with length l2 is 2 x l1. Then the value of h can be
calculated by calculating the Pythagorean formula, as follows:
Figure 1. The formula of calculation of the dimensions of the model will be made. (Source: Ahmad Nur
Sheha Gunawan, 2013)
The second stage is the manufacture of the test object.
Figure 2. The test specimen to a compressive force and drag created in the form of simple construction.
(Source: Ahmad Nur Sheha Gunawan, 2013)
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