Physics explores the natural world and a. Advances in physics lead to new technologies. Students in physics at Yeshiva College acquire mathematical skills and ways of thinking that support success in many careers. Many of our physics graduates have gone on to earn graduate degrees in physics. Many others have succeeded in law, medicine, engineering, business and finance. The Department of Physics has state-of-the-art laboratory equipment for introductory, intermediate and advanced experiments in mechanics, electromagnetism, optics, lasers, electronics, quantum and nuclear physics. A weekly colloquium brings physicists from all over the world to present and discuss their research.
The mission of the Yeshiva College Physics Major is to prepare students with a solid foundation of physics knowledge and skills through their course work and experiences working directly with faculty through scholarly research. Physics Majors acquire expert knowledge on physical principles and scientific, mathematical and critical reasoning skills, which prepare them for success in a diversity of careers including science, law, medicine, engineering, business and finance. In addition, many graduates go on to earn graduate degrees in the field in top graduate departments.
Student Learning Goals:
- Understand physical principles behind natural phenomena.
- Analyze scientific problems, generate logical hypotheses, evaluate evidence, and tolerate ambiguity.
- Effectively communicate scientific knowledge using their own informed perspectives both orally and in writing.
For more information about the Physics Department at Yeshiva College, please contact Professor Zypman at email@example.com or 212.960.5400, ext.104/6458.
Mark Edelman (Yeshiva University / New York University)
Title: Systems with Power-law Memory and Fractional Attractors
Abstract: Systems with power-law memory appear in many areas of science (physics, biology, psychology, …), engineering applications (material with memory),and they are used in control. We investigated a relatively simple but still general model of such systems. In the case of discrete systems this model is equivalent to a difference equation with coefficients which are fractional/integer Eulerian numbers. In the continuous limit this equivalence leads to the equivalence of differential equations with Grunvald-Lentnikov fractional derivatives and integral Volterra equations of the second kind. This analysis allows to derive new properties of fractional Eulerian numbers.
We investigated behavior of nonlinear discrete systems with power-law memory in the case of harmonic (standard map) and quadratic (logistic map)nonlinearities. In addition to sinks and chaotic attractors which appear in regular dynamics systems with memory demonstrate new type of attractors– cascade of bifurcations type trajectories (CBTT). In CBTT a trajectory first converges to a fixed point, then this fixed point abruptly turns into a period-2 sink, then to period-4, and so on without any changes in map parameters. Bifurcation diagrams of systems with power-low memory depend on two parameters: the nonlinearity parameter and the memory parameter (exponent in a power-law). This may allow additional control of the corresponding biological, psychological, social systems, in which bifurcations can be caused by manipulating a memory parameter.March 17
Alexandre Almedia (Universidade de São Paulo)
Title: Simulations of liquid bridge trapped in different geometries
A small amount of liquid trapped between two solid surfaces due to capillary forces is called a liquid bridge. Liquid bridges can be found in different situations, for example, in the liquid phase sintering process, in atomic force microscopy in an environment with humidity, and also in the course of certain lung diseases. We are studying liquid bridges in these three situations using Monte Carlo or molecular dynamic simulations. We explore the effect of the solid-liquid contact angle and the distance between of the solid surfaces on the stability of the bridge. We compare the profile the of the bridge and in the force applied from the bridge on the solid surfaces, with the prediction of the classical theory based on the minimization of the surface energy. We find that the classical theory gives a good approximation even at nanoscales when the bridge consists of a few thousand molecules.
Speaker: Gabriel Cwilich (Yeshiva University)
Title: "Coherent propagation of waves: Theory and some applications”
Abstract: When a wave propagates in an environment interacting with randomly placed scatterers in such a way that the collisions are elastic and the phase of the wave is preserved, new phenomena appear due to the interference between the different paths through which the wave moves through the medium, and deviations from the classical diffusion of waves can be expected. In this talk I will review the origin and consequences of these coherence effects, and we I discuss in detail these effects in the case of the fluctuations and correlations of the intensity of the wave. I will also propose, based on these effects, a new microscopy tool to image objects in a turbid medium, at distances below the wavelength of the signal: “speckle contrast microscopy"
Fredy Zypman (Yeshiva University)
Title: Force Reconstruction and Applications of Atomic Force Microscopy
Abstract: Force reconstruction algorithms for Atomic Force Microscopy need to pay more attention to the spurious forces than to the desired ones. Since most current applications of Atomic Force Microscopy happen in liquid environment, notably salty water, a good understanding of the effects of liquid on the dynamics of the AFM sensor is critical. This involves hydrodynamics, but also electrostatics effects peculiar to the liquid state. Once those effects are understood and removed, one can convert experimental signal into desired forces, for example charge-charge and or charge-dipole interactions which ultimately are related with the behavior of the system under study. For example one may be interested in understanding self-assembly of molecular chains. Work supported in part by NASA GRC-RXN0.
1. P.B. Abel, S.J. Eppell, A.M. Walker, F.R. Zypman, Viscosity of liquids from the transfer function of microcantilevers, Measurement 61, (2015) Pages 67-74
2. J. Mehlman and F.R. Zypman, Scanning Probe Microscope Force Reconstruction Algorithm via Time-Domain Analysis of Cantilever Bending Motion, J. Adv. Microsc. Res. 9, 268-274 (2014)
3. Paul Creeger, Fredy Zypman, Entropy Content During Nanometric Stick-Slip Motion, Entropy 16 (2014) 3062-3073
4. F.R. Zypman, S.J. Eppell, Electrostatic Force Curves in Finite-Size-Ion Electrolytes, Langmuir, 29 (2013) 11908–11914
January 28th Alexander Khanikaev, Physics Department, Queens College (Emil)
November 4 Pouyan Ghaemi
November 18 Anatoly Frenkel
December 2 Ignacio Pascual
Photonic topological insulators: from theory to practical realization
The past three decades have witnessed the discovery of the Quantum Hall Effect (QHE), Quantum Spin Hall Effect (QSHE) and Topological Insulators (TIs) and transformed our views on the quantum states of matter. These exotic states are characterized by insulating behavior in the bulk and the presence of the edge states contributing to charge or spin currents which persist even when the edge is distorted or contains impurities. In the last few years, a number of research groups have realized that the same "robust" conducting edge states can be implemented in photonic systems. An early theoretical prediction [1, 2] and experimental demonstration  of the topologically protected light transport opened a new direction in photonics. In this talk I will review development of this field with focus on photonic topological insulators with preserved time-reversal symmetry that we have recently proposed to implement with the use of bianisotropic metamaterials . I will present new designs of photonic topological insulators based on waveguide geometries that can be readily implemented at microwave frequencies and will discuss perspectives for applications. I will show that photonic topological insulators offer an unprecedented platform for controlling light: deliberately created distribution of the bianisotropy, playing the role of the effective magnetic field, allows routing of photons along arbitrary pathways without significant loss or backscattering .
 F. Haldane and S. Raghu, Phys. Rev. Lett. 100, 13904 (2008).
 Z. Wang, Y. D. Chong, J. D. Joannopoulos, and M. Soljačić, Phys. Rev. Lett. 100, 013905 (2008).
 Z. Wang, Y. Chong, J. D. Joannopoulos, and M. Soljacic, Nature 461, 772 (2009).
 A. B. Khanikaev, S. H. Mousavi, W.-K. Tse, et al.,Nature Mater. 12, 233 (2013).
 A. B. Khanikaev, Nature Photon. 7, 941 (2013).
Edward Belbruno, Princeton University / Innovative Orbital Design (Marian)
Structure of Singularities in Black Holes and the Big Bang
A new approach is described on studying the dynamical structure of the gravitational singularity in the big bang. This is accomplished, in part, by a McGehee regularization map. Current work by the speaker and BingKan Xue is discussed which addresses realistic physical modeling. A surprising condition is derived, necessary for resolution, the big bang and extending solutions through it. This methodology, in part, was applied in an earlier work with Frans Pretorius for Schwarzschild black holes.
Emanuel Lazar, University of Pennsylvania (Fredy)
Dynamical Cell Complexes: Evolution, Universality, and Statistics
Many natural structures are cellular in nature -- soap foams, biological tissue, and polycrystalline metals are but a few examples that we frequently encounter in everyday life. In many of these systems, energetic factors force the geometry and topology of these structures to evolve in a continuous manner that drives the system towards more stable configurations. We use computer simulations to study how mean curvature flow shapes cell structures in two and three dimensions and consider how this can be measured in a statistical manner. This research lightly touches on discrete geometric flows, combinatorial polyhedra and their symmetries, and the quantification of topological features of large cellular systems.
Ivan Saika-Voivod, Memorial University of Newfoundland (Sergey)
Can one melt a crystal by cooling at constant pressure?
Gabrielle Long, X-ray Science Division, Argonne National Laboratory (Anatoly)
A metallic glass that grows from the melt like a crystal
When a molten material is cooled, it typically grows into orderly crystls. But if the cooling rate is too fast for the entire melt to crystallize, the remaining material ends up in a non-crystalline state known as a glass. This talk is about the discovery and characterization of a unique metallic glass that, during rapid cooling, forms a solid by means of nucleation followed by growth normal to a moving interface between the solid and melt, with partitioning of the chemical elements. We were able to show experimentally that this is not a polycrystalline composite with nanometer-sized grains, and conclude that this may be a new kind of structure: an atomically ordered, isotropic, non-crystalline solid, possessing no long-range translational symmetry. This novel structure-isotropic with infinite rotational symmetry and no translational symmetry-is considered theoretically possible, but has never before been observed.
Marija Vucelja, Rockefeller (Mark)
Non-equilibrium statistical physics, population genetics and evolution
I will present a glimpse into the fascinating world of biological complexity from the perspective of theoretical physics. Currently the fields of evolution and population genetics are undergoing a renaissance, with the abundance of accessible sequencing data. In many cases the existing theories are unable to explain the experimental findings. The least understood aspects of evolution are intrinsically quantitative and statistical and we are missing a suitable theoretical description. It is not clear what sets the time scales of evolution, whether for antibiotic resistance, emergence of new animal species, or the diversification of life. I will try to convey that physicists are invaluable in framing such pertinent questions. The emerging picture of genetic evolution is that of a strongly interacting stochastic system with large numbers of components far from equilibrium. In this colloquium I plan to focus on the dynamics of evolution. I will discuss evolutionary dynamics on several levels. First on the microscopic level - an evolving population over its history explores a small part of the whole genomics sequence space. Next I will coarse-grain and review evolutionary dynamics on the phenotype level. I will also discuss the importance of spatial structures and temporal fluctuations. Along the way I will point out similarities with physical phenomena in condensed matter physics, polymer physics, spin-glasses and turbulence.
Sultan Catto, Baruch College (Amish)
The Search for Higher Symmetries in Nature
Symmetry is a wide-reaching concept that has been used in a variety of ways in physics. Originally it was used mainly to describe the arrangement of atoms in molecules and crystals (geometric symmetries). Over the course of the past century it has been considerably extended, covering some of the most fundamental ideas in physics. This talk will center on the role played by the new symmetry principles and their consequences.
Dr. Philip Kim, Dept. of Physics, Columbia University (Mady)April 1st
Austen Angel, Arizona State University (Sergey)
With participation of Martin Goldstein, Yeshiva University
Transformations in supercooled liquids
Dr. Osgood, Dept. of Applied Physics and Electrical Engineering, Columbia University (Mady)
What dimensionality does to crystals: The new 2D crystals
Two-dimensional crystals present new physical phenomena and materials properties. These ideas have excited a wide range of pure and applied physicists. In our talk we will illustrate these intriguing properties by examples from our research in graphene and the metal dichalcogenides, as well as others in the field and show how dimensionality affects both the structural and electronics properties of these materials. Typically these crystals are prepared by either exfoliation or CVD growth. Our analysis is based on either high-energy/momentum resolution probes or via ultrafast time-resolved photoemission. In one example, for MoS2 there is an evolution in band structure with layer number; that is, there is an indirect-to-direct bandgap transition in going from few-layer to monolayer MoS2 crystals due to changes in quantum confinement as the number of layer decreases. In addition it has strong strong spin-orbit-coupling-induced split valence bands due to broken inversion symmetry, which makes it interesting for spin-physics exploration. One of the consequences of this evolution is a decrease in dispersion of the valence band at in monolayer MoS2, thus leading to a dramatic increase in the hole effective mass.
Xavier Leoncini, Centre de Physique Théorique, Aix-Marseille University (Mark)
Self-regularisation in systems with long-range interactions. Dynamics of many-body long-range interacting systems is investigated, using the XY-Hamiltonian mean-field model as a case study. We show that regular trajectories, associated with invariant tori of the single-particle dynamics emerge as the number of particles is increased. Moreover, the construction of stationary solutions as well as studies of the maximal Lyapunov exponent of the systems show the same trend towards integrability. This feature provides a dynamical interpretation of the emergence of long-lasting out-of-equilibrium regimes observed generically in long-range systems. Extension beyond the mean-field system is considered and display similar features. At the end of the talk I will consider the influence of the topology, and show that some state with infinite susceptibility can emerge.
Paul Brumer, Department of Chemistry, University of Toronto
Coherence, Decoherence, and Incoherence in Natural Light Harvesting Systems
Abstract: A number of 2D Photon Echo experiments have shown the presence of long-lived coherences in light harvesting systems, such as FMO and PC645. Such studies have led to conjectures about the role of quantum coherences in biology, leading to arguments in favor of "quantum biology." However, experiments of this kind involve excitation with coherent laser sources, whereas nature irradiates with essentially incoherent sunlight/moonlight. We discuss the differing responses of molecular systems to coherent vs. incoherent excitation in both open and closed quantum systems, demonstrating that the experimentally observed coherences, although revealing features of the system Hamiltonian and of the system-bath interactions, do not argue for quantum coherent evolution in nature.
Luat Vuong, Queens College, CUNY
Demonstrations of Photo-induced Magnetism in Metallic Nanocolloids Uusing Sunlight and Fridge Magnets
Abstract:The focus of this talk is on nonlinear plasmonic vortex dynamics, which are far from understood and lead to appreciable photo-induced magnetic fields in metallic nanostructures. We have recently experimentally, analytically and numerically demonstrated the nonlinear photo-induced plasmon-assisted magnetic response that occurs with 80-nm gold particles in aqueous solution. The anomalously large magnetic response-theoretically considered too small to observe at room temperature- was observed using light from a solar simulator and small (micro-to-milli-Tesla) magnetic fields. I will explain why the effect is observable using disperse nanocolloidal liquids and present our theoretical model of an increased and anisotropic electrical conductivity, which yields modified absorption spectra in agreement with our experimental results.
This work, which is the first nano-demonstration of old physics, improves our fundamental understanding of surface charges in nanostructures and aids the development of broad-band photonics metamaterials, new polarization-encoded imaging methods, photocatalytic materials, photovoltaic devices, and sensors.
Bala Sundaram, University of Massachusetts, Boston
Structural and Dynamical Aspects of Networks: Some New Results
Abstract: The talk addresses two aspects of our work where I will first discuss a new mechanism for generating networks with a wide variety of degree distributions. The idea is variation of the well-studied preferential attachment scheme in which the degree of each node is used to determine its evolving connectivity. Though modifications to this base protocol, involving features other than connectivity have been considered, schemes based on preferential attachment in any form require substantial information about the network. We propose instead a parsimonious protocol based only on a single statistical feature which results from the reasonable assumption that the effect of various attributes, which determine the affinity of each node to other nodes, is multiplicative. This composite attribute or fitness is then used in forming the complex network. It is shown that, by varying a single statistical parameter, we can recover all known degree distributions. In the case of power-law networks, the exponents exhibit a range consistent with that seen in real-world networks and the network exhibits other attributes seen in data. In the last part of the talk, a variety of applications will be discussed including the issue of robustness and centrality, as well as pattern formation and dynamics on complex networks. Read about our past colloquia (PDF).