Washing Machine Using Fuzzy Logic
Mustafa Demetgul,
Osman Ulkir,
Tayyab Waqar
Issue:
Volume 2, Issue 3, June 2014
Pages:
27-32
Received:
21 May 2014
Accepted:
9 June 2014
Published:
30 June 2014
Abstract: For the past few years, different types of control techniques are being used in various fields of industry. Fuzzy logic based control system is one of them. Fuzzy logic uses statements instead of mathematical model for solving a given problem. In this paper, a normal household washing machine, which is used very often, is modeled with the help of Fuzzy logic. Both the simulation and the control of the aforementioned device have been done by using MATLAB’s fuzzy logic toolbox.
Abstract: For the past few years, different types of control techniques are being used in various fields of industry. Fuzzy logic based control system is one of them. Fuzzy logic uses statements instead of mathematical model for solving a given problem. In this paper, a normal household washing machine, which is used very often, is modeled with the help of F...
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Some Relationships between Left (Right) Semi-Uninorms and Implications on a Complete Lattice
Yuan Wang,
Keming Tang,
Zhudeng Wang
Issue:
Volume 2, Issue 3, June 2014
Pages:
33-41
Received:
4 August 2014
Accepted:
18 August 2014
Published:
30 August 2014
Abstract: In this paper, we study the relationships between left (right) semi-uninorms and implications on a complete lattice. We firstly discuss the residual operations of left and right semi-uninorms and show that the right (left) residual operator of a conjunctive right (left) ∨-distributive left (right) semi-uninorm is a right ∧-distributive implication that satisfies the neutrality principle. Then, we investigate the left and right semi-uninorms induced by an implication, give some conditions such that two operations induced by an implication constitute left or right semi-uninorms, and demonstrate that the operations induced by a right ∧-distributive implication, which satisfies the order property or neutrality principle, are left (right) ∨-distributive left (right) semi-uninorms or right (left) semi-uninorms. Finally, we reveal the relationships between conjunctive right (left) ∨-distributive left (right) semi-uninorms and right ∧-distributive implications which satisfy the neutrality principle.
Abstract: In this paper, we study the relationships between left (right) semi-uninorms and implications on a complete lattice. We firstly discuss the residual operations of left and right semi-uninorms and show that the right (left) residual operator of a conjunctive right (left) ∨-distributive left (right) semi-uninorm is a right ∧-distributive implication ...
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