SearcharxivSearch

arXiv subjects

S. Saijo

Publications and source records attributed to S. Saijo.

2 recordsLinked to original sources

Revisiting the Theory of Photocurrent in Solar Cells

The built-in potential of p-n junctions plays a pivotal role in charge separation, a fundamental process underlying the photovoltaic effect.However, conventional classical theories of photovoltaic behavior in p-n junctions often neglect its quantitative influence. In this work, we revisit the classical framework and derive an improved analytical expression for photocurrent by incorporating more accurate boundary conditions. Our analysis reveals that the photocurrent comprises two distinct components: the conventional forward photocurrent and a previously unrecognized backward photocurrent, which depends on the built-in potential and the applied voltage. The theoretical analysis predicts that, under specific forward-bias conditions, these two components may partially or completely cancel each other. This prediction was experimentally verified by optical lock-in measurements performed on a commercial silicon solar cell. These findings provide new insights into the fundamental mechanisms governing photovoltaic devices and suggest potential pathways for performance optimization.

physics.app-ph

Superlinear and sublinear urban scaling in geographical network model of the city

Using a geographical scale-free network to describe relations between people in a city, we explain both superlinear and sublinear allometric scaling of urban indicators that quantify activities or performances of the city. The urban indicator $Y(N)$ of a city with the population size $N$ is analytically calculated by summing up all individual activities produced by person-to-person relationships. Our results show that the urban indicator scales superlinearly with the population, namely, $Y(N)\propto N^β$ with $β>1$ if $Y(N)$ represents a creative productivity and the indicator scales sublinearly ($β<1$) if $Y(N)$ is related to the degree of infrastructure development. These coincide with allometric scaling observed in real-world urban indicators. We also show how the scaling exponent $β$ depends on the strength of the geographical constraint in the network formation.

physics.soc-ph