5,588 research outputs found
Real Time Simulation and Experimentation of Smart Grid Control using an FPGI-based Controller
Smart Grids consist of multiple controls, computers, and new technologies and equipment that operate distributed renewable energy resources and energy storage devices, monitoring systems, and smart meters. Advanced control is utilized to manage real-time pricing, flexible loads, solar, wind, and many forms of energy storage, and microgrid management. Distributed and fast control routines are essential for an optimal system operation to manage the smart grids efficiently. The control design and development require adequate experimentation and validation due to the significant rule that plays the smart grids’ control in energy management, grid security, and economic benefits. Therefore, it is essential to develop real-time simulation via control hardware in the loop (CHIL)-based strategies. This research focuses on developing a CHIL testbed to test power management and monitoring strategies. CHIL is a powerful technique for validating and demonstrating systems rigorously and dynamically that is not achievable with traditional simulation and testing methods
A theoretical investigation of the heating-up period of injected fuel droplets vaporizing in air
Graphs of reduced variables for computing histories of vaporizing fuel drops, and drop histories under pressure
Molecular structure and free energy landscape for electron transport in the decahaem cytochrome MtrF
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Distribution of halon-1211 in the upper troposphere and lower stratosphere and the 1994 total bromine budget
On renormalization group flows and the a-theorem in 6d
We study the extension of the approach to the a-theorem of Komargodski and
Schwimmer to quantum field theories in d=6 spacetime dimensions. The dilaton
effective action is obtained up to 6th order in derivatives. The anomaly flow
a_UV - a_IR is the coefficient of the 6-derivative Euler anomaly term in this
action. It then appears at order p^6 in the low energy limit of n-point
scattering amplitudes of the dilaton for n > 3. The detailed structure with the
correct anomaly coefficient is confirmed by direct calculation in two examples:
(i) the case of explicitly broken conformal symmetry is illustrated by the free
massive scalar field, and (ii) the case of spontaneously broken conformal
symmetry is demonstrated by the (2,0) theory on the Coulomb branch. In the
latter example, the dilaton is a dynamical field so 4-derivative terms in the
action also affect n-point amplitudes at order p^6. The calculation in the
(2,0) theory is done by analyzing an M5-brane probe in AdS_7 x S^4.
Given the confirmation in two distinct models, we attempt to use dispersion
relations to prove that the anomaly flow is positive in general. Unfortunately
the 4-point matrix element of the Euler anomaly is proportional to stu and
vanishes for forward scattering. Thus the optical theorem cannot be applied to
show positivity. Instead the anomaly flow is given by a dispersion sum rule in
which the integrand does not have definite sign. It may be possible to base a
proof of the a-theorem on the analyticity and unitarity properties of the
6-point function, but our preliminary study reveals some difficulties.Comment: 41 pages, 5 figure
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