Fundamentals of PV Efficiency Interpreted by a Two-Level Model

Elementary physics of photovoltaic energy conversion in a two-level atomic PV is considered. We explain the conditions for which the Carnot efficiency is reached and how it can be exceeded! The loss mechanisms - thermalization, angle entropy, and below-bandgap transmission - explain the gap between Carnot efficiency and the Shockley-Queisser limit. Wide varieties of techniques developed to reduce these losses (e.g., solar concentrators, solar-thermal, tandem cells, etc.) are reinterpreted by using a two level model. Remarkably, the simple model appears to capture the essence of PV operation and reproduce the key results and important insights that are known to the experts through complex derivations.Comment: 7 pages, 6 figure

Thermodynamic efficiency limits of classical and bifacial multi-junction tandem solar cells: An analytical approach

Bifacial tandem cells promise to reduce three fundamental losses (i.e., above-bandgap, below bandgap, and the uncollected light between panels) inherent in classical single junction photovoltaic (PV) systems. The successive filtering of light through the bandgapcascade and the requirement of current continuity make optimization of tandem cellsdifficult and accessible only to numerical solution through computer modeling. The challenge is even more complicated for bifacial design. In this paper, we use an elegantly simple analytical approach to show that the essential physics of optimization is intuitively obvious, and deeply insightful results can be obtained with a few lines of algebra. This powerful approach reproduces, as special cases, all of the known results of conventional and bifacial tandem cells and highlights the asymptotic efficiency gain of these technologies

The substring inclusion constraint longest common subsequence problem can be solved in quadratic time

AbstractIn this paper, we study some variants of the Constrained Longest Common Subsequence (CLCS) problem, namely, the substring inclusion CLCS (Substring-IC-CLCS) problem and a generalized version thereof. In the Substring-IC-CLCS problem, we are to find a longest common subsequence (LCS) of two given strings containing a third constraint string (given) as a substring. Previous solution to this problem runs in cubic time, i.e, O(nmk) time, where n,m and k are the length of the 3 input strings. In this paper, we present simple O(nm) time algorithms to solve the Substring-IC-CLCS problem. We also study the Generalized Substring-IC-LCS problem where we are given two strings of length n and m respectively and an ordered list of p strings and the goal is to find an LCS containing each of them as a substring in the order they appear in the list. We present an O(nmp) algorithm for this generalized version of the problem

Acute colonic pseudo obstruction (ogilvie syndrome) in a patient with hemorrhagic stroke: A case report.

Acute colonic pseudo-obstruction (ACPO) or Ogilvie syndrome is a functional motility disorder of the colonic bowel without any organic or mechanical obstruction. Autonomic disturbance which is one of the underlying factors that can lead to Ogilvie syndrome, is caused by stroke. Acute colonic pseudo- obstruction (ACPO) in the setting of stroke is not often reported in medical literature. Various modalities of treatment strategies are recommended including conservative approaches, medical therapies, endoscopic and surgical procedures. We will discuss a patient suffering from a hemorrhagic stroke in the right basal ganglia that developed Acute Colonic Pseudo Obstruction and improved subsequently with conservative management