Hysteresis and Noise from Electronic Nematicity in High-Temperature Superconductors E. Fradkin,
... strength of 3J > 3D crit 2:16J. At lower disorder, the subloops become narrower and difficult to resolve. Also, as the temperature is increased, thermal disorder means that subloops become narrower and no longer close precisely. Recent magnetization measurements by Panagopoulos et al. [9,10] ...
... strength of 3J > 3D crit 2:16J. At lower disorder, the subloops become narrower and difficult to resolve. Also, as the temperature is increased, thermal disorder means that subloops become narrower and no longer close precisely. Recent magnetization measurements by Panagopoulos et al. [9,10] ...
NODE ANALYSIS
... V1 V2 20[V ] V2 V1 20 V1 V * /10k V1 V2 100[V ] 2 10mA 0 10k 10k adding : V2 60[V ] V1 100 V2 40[V ] TO COMPUTE THE POWER SUPPLIED BY VOLTAGE SOURCE WE MUST KNOW THE CURRENT THROUGH IT ...
... V1 V2 20[V ] V2 V1 20 V1 V * /10k V1 V2 100[V ] 2 10mA 0 10k 10k adding : V2 60[V ] V1 100 V2 40[V ] TO COMPUTE THE POWER SUPPLIED BY VOLTAGE SOURCE WE MUST KNOW THE CURRENT THROUGH IT ...
Selecting the best environment-watershed plan with solving full fuzzy linear programming
... Therefore it is useful to consider the knowledge of experts about the parameters as fuzzy data [10]. Using the concept of decision making in fuzzy environmentgiven by Bellman and Zade [13]. The first formulation of fuzzy linear programming (FLP) is proposed by Zimmermann [8]. Afterwards, many author ...
... Therefore it is useful to consider the knowledge of experts about the parameters as fuzzy data [10]. Using the concept of decision making in fuzzy environmentgiven by Bellman and Zade [13]. The first formulation of fuzzy linear programming (FLP) is proposed by Zimmermann [8]. Afterwards, many author ...
Full text
... our initial guesses about what these continued fractions look like in general. We hope that this section will give the reader a good sense of the questions involved in this paper. Our two main theorems, Theorems 3.1 and 3.2 are described in Section 3. These two theorems together cover all the cases ...
... our initial guesses about what these continued fractions look like in general. We hope that this section will give the reader a good sense of the questions involved in this paper. Our two main theorems, Theorems 3.1 and 3.2 are described in Section 3. These two theorems together cover all the cases ...
ELECTRICAL RESISTIVITY TECHNIQUES FOR SUBSURFACE
... Geophysical resistivity techniques are based on the response of the earth to the flow of electrical current. In these methods, an electrical current is passed through the ground and two potential electrodes allow us to record the resultant potential difference between them, giving us a way to measur ...
... Geophysical resistivity techniques are based on the response of the earth to the flow of electrical current. In these methods, an electrical current is passed through the ground and two potential electrodes allow us to record the resultant potential difference between them, giving us a way to measur ...
A.J. Hanson, J.A. Belk, S. Lim, C.R. Sullivan, and D.J. Perreault, Measurements and Performance Factor Comparisons of Magnetic Materials at High Frequency, IEEE Transactions on Power Electronics , (to appear).
... is to select an operating frequency, they may lead to different conclusions, with F indicating a larger benefit to increasing frequency, but with that advantage discounted based on highfrequency winding loss when F 34 is used. We extend the theory in [30] and designate Fw = B̂f w as the modified per ...
... is to select an operating frequency, they may lead to different conclusions, with F indicating a larger benefit to increasing frequency, but with that advantage discounted based on highfrequency winding loss when F 34 is used. We extend the theory in [30] and designate Fw = B̂f w as the modified per ...
Mathematics of radio engineering
The mathematics of radio engineering is the mathematical description by complex analysis of the electromagnetic theory applied to radio. Waves have been studied since ancient times and many different techniques have developed of which the most useful idea is the superposition principle which apply to radio waves. The Huygen's principle, which says that each wavefront creates an infinite number of new wavefronts that can be added, is the base for this analysis.