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Said Ibrahim has been serving as senior vice president of the medicine service line at Northwell Health, New York’s largest healthcare provider. He also serves as chair of the department of medicine at Long Island Jewish Medical Center, North Shore University Hospital in Manhasset, and the Donald & Barbara Zucker School of Medicine at Hofstra University. He will become dean on December 1.

Odd-diffusive systems, characterised by broken time-reversal and/or parity, have recently been shown to display counterintuitive features such as interaction-enhanced dynamics in the dilute limit. Here we extend the investigation to the high-density limit of an odd tracer embedded in a soft medium described by the Gaussian core model (GCM) using a field-theoretic approach based on the Dean–Kawasaki equation. Our analysis reveals that interactions can enhance the dynamics of an odd tracer even in dense systems. We demonstrate that oddness results in a complete reversal of the well-known self-diffusion ( D s ) anomaly of the GCM. Ordinarily, D s exhibits a non-monotonic trend with increasing density, approaching but remaining below the interaction-free diffusion, D 0 , ( D s < D 0 ) so that D s ↑ D 0 at high densities. In contrast, for an odd tracer, self-diffusion is enhanced ( D s > D 0 ) and the GCM anomaly is inverted, displaying D s ↓ D 0 at high densities. The transition between the standard and reversed GCM anomaly is governed by the tracer’s oddness, with a critical oddness value at which the tracer diffuses as a free particle ( D s ≈ D 0 ) across all densities. We validate our theoretical predictions with Brownian dynamics simulations, finding strong agreement between the them.

Kenyon Bonner has served in this role on an interim basis since January 2015 and has been on the university's staff since 2004. Before being named interim dean of students, Bonner was associate dean of students for seven years.

Dr. Terrence Hardee previously served as vice president for student success at Rowan University in Glassboro, New Jersey, and dean of the University Center at Cumberland County College in Vineland, New Jersey.

No other American novelist has written so fully about language--grammar, diction, the place of colloquialism and dialect in literary English, the relation between speech and writing--as William Dean Howells.

Rep. Dean Phillips (D-Minn.) is running for president. Here’s what you need to know about his candidacy.

Jan & Dean were among the most successful artists of the late 1950s through the mid-1960s, with hits including \"Baby Talk,\" \"Surf City,\" \"Dead Man's Curve\" and \"The Little Old Lady (From Pasadena).\" Slapstick humor and offbeat personas were a big part of their shtick, but Jan Berry was serious when it came to the studio.

Inertial microfluidics has become a popular topic in microfluidics research for its good performance in particle manipulation and its advantages of simple structure, high throughput, and freedom from an external field. Compared with traditional microfluidic devices, the flow field in inertial microfluidics is between Stokes state and turbulence, whereas the flow is still regarded as laminar. However, many mechanical effects induced by the inertial effect are difficult to observe in traditional microfluidics, making particle motion analysis in inertial microfluidics more complicated. In recent years, the inertial migration effect in straight and curved channels has been explored theoretically and experimentally to realize on-chip manipulation with extensive applications from the ordinary manipulation of particles to biochemical analysis. In this review, the latest theoretical achievements and force analyses of inertial microfluidics and its development process are introduced, and its applications in circulating tumor cells, exosomes, DNA, and other biological particles are summarized. Finally, the future development of inertial microfluidics is discussed. Owing to its special advantages in particle manipulation, inertial microfluidics will play a more important role in integrated biochips and biomolecule analysis.