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Figure 3.4
Figure 3.4 shows the graphs of the change in the mechatronic index
J
and
the index of the additional quality of
Э
, depending on the change in the number
of additional
N
D
structural elements for mechatronic modules of various types
of functional integration.
At the same time, the level of functional-structural
integration for all mechatronic modules is the same and corresponds to the
case when the number of applied structural blocks
is equal to the number of
functional transformations performed (
N
S
=
N
F
).
We assume that the intersection point of the graphs
J = f(N
D
)
and
Э = f(N
D
)
corresponds to the optimal value of the number of additional constructional
elements
N
D
. Then for different types of mechatronic modules we get the
number of additional constructive elements:
•
in the motion module
N
D
can be 0 or 1;
• in the mechatronic motion module
N
D
can be 1 or 2;
• in the intelligent mechatronic module
N
D
= 7.
If the number of building blocks becomes less than the number of
functional transformations (
N
S
<
N
F
) then the graphs
J = f
(
N
D
) and
Э = f
(
N
D
)
will be displaced (in Fig. 3.4 the graphs of the change in the mechatronicity and
additional quality of the integrated intellectual mechatronic module
N
S
= 6). In
this case, the optimal number of additional constructive elements is 7.
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