OC servomotors as appl ied t o robots and machine too l s can be app l ied e i t h e r as torque con t ro l devices o r speed cont ro l devices. For torque con t ro l the cur ren t t o the motor i s the i npu t var iab le , and f o r speed con t ro l the vol tage i s the i npu t var iab le . The se lec t i on o f the appropr iate type o f con t ro l va r iab le i s based upon the opera t ing sy...

Let L be a divergence form elliptic operator with complex bounded measurable coefficients, ω the positive concave function on (0,∞) of strictly critical lower type pω ∈ (0, 1] and ρ(t) = t /ω(t) for t ∈ (0,∞). In this paper, the authors introduce the generalized VMO spaces VMOρ,L(R) associated with L, and characterize them via tent spaces. As applications, the authors show that (VMOρ,L(R)) = Bω...

The aim of this paper is to study the concept of Intuitionistic L-fuzzy subrings and Intuitionistic L-fuzzy ideals of a ring R. In this direction definitions and properties relating to Intuitionistic L-fuzzy subrings of R and Intuitionistic L-fuzzy ideals of R are introduced and discussed. We introduce a special type of Quotient ring.

An attempt is made to express the interaction energy in an endohedral A@B system starting from a one-center (r(<))(l)/(r(>))(l+1) expansion. Electrostatic, induction, and dispersion contributions are obtained from Rayleigh-Schrödinger perturbation theory. New electric polarizabilities with r(-l-1) radial integrals are calculated for l = 0, 1 and 2 for the outer system B. For a 'breakable'B, the...

In the frame of fractional calculus, term convexity is primarily utilized to address several challenges in both pure and applied research. The main focus objective this review paper present Hermite–Hadamard (H-H)-type inequalities involving a variety classes convexities pertaining integral operators. Included various are classical convex functions, m-convex r-convex (α,m)-convex (α,m)-geometric...

Assume that G = (V, E) is an undirected graph with vertex set V and edge set E. The ball Br(v) denotes the vertices within graphical distance r from v. A subset C ⊆ V is called an (r,≤ l)-locating-dominating code of type B if the sets Ir(F ) = ⋃ v∈F (Br(v)∩C) are distinct for all subsets F ⊆ V \C with at most l vertices. A subset C ⊆ V is an (r,≤ l)-locatingdominating code of type A if sets Ir(...