Skip header content 
and main navigation Binghamton University, State University of New York - Physics
 

Suzuki, Masatsugu

Masatsugu Suzuki

Office: S2-157A
Phone: 607-777-4320
E-mail: suzuki@binghamton.edu

 

 

Prof. M. Suzuki (left) and Dr. 
Itsuko S. Suzuki (right) Picture on the right: Professor M. Suzuki (left) and Dr. Itsuko S. Suzuki (right) using their SQUID magnetometer.

Education

Ph.D. Thesis, University of Tokyo (1977)

Experience

Research Interest

There have been various important theoretical studies for two dimensional (2D) systems over the years. Only in recent years has a wide variety of 2D systems become available for detailed experimental study so that the relevance of various theoretical ideas could be assessed. Graphite intercalation compounds (GIC’s) form a class of materials whose dimensionality can be systematically controlled by its stage number (the number of graphite layers between adjacent intercalate layers). The research interest on the influence of dimensionality has naturally centered around GIC's. Considerably improved understanding of these compounds has led to more and more use of GIC's as a testing ground for physical phenomena in low dimensional systems, including the area of crossover physics from 3D to 2D behavior.

We have been doing our research on the magnetic properties of magnetic ternary GIC’s such as random-mixture GIC’s (RMGIC’s) and graphite bi-intercalation compounds (GBIC’s) at the Department of Physics, SUNY-Binghamton since 1986. The magnetic random mixture graphite intercalation compounds (RMGIC’s) are novel types of GIC's, where the intercalate layer is formed of a random mixture of two kinds of intercalants. The magnetic graphite bi-intercalation compounds (GBIC’s) offer possibilities for the formation of superlattices such as two different magnetic intercalate layers separated by a single graphite layer. The GBIC has a stacking sequence of GI1GI2GI1GI2 along the c-axis, where two different intercalate layers (I1 and I2) alternate with a single graphite layer (G). Both magnetic RMGIC’s and GBIC’s provide model systems for studying magnetic phase transitions arising from various kinds of spin frustration effects: (i) spin glass and reentrant ferromagnet (stage-2 CucCo1-cCl2 GIC's and CocCo1-cCl2-FeCl3 GBIC’s), (ii) random field effect, (iii) 2D percolation behavior, (iv) 2D Ising antiferromagnet on the triangular lattice (CuCl2 GIC, MnCl2 GIC), and so on.

We are also interested in (i) the magnetism and superconductivity in layered systems metal-graphite (MG’s), and MxTa2S2C (M = Fe, Co, Ni, Cu), (ii) the magnetism of vermiculite intercalation compounds (VIC’s), (iii) the magnetism (superparamagnetism) of Fe3O4 nanoparticles and so on.

The content of our research is as follows.

  1. Aging dynamics of spin glass and reentrant ferromagnet in magnetic ternary and quarternary graphite intercalation compounds: Stage-2 CucCo1-cCl2 GIC’s, CocCo1-cCl2-FeCl3 GBIC’s (.pdf, 456KB)
  2. Magnetic phase transition of magnetic ternary graphite intercalation compounds (review articles) (.pdf, 980KB)
  3. Magnetism and superconductivity in metal graphites (MG’s): Bi-MG, Ta-MG, Pd-MG, Rh-MG, Ru-MG, Sn-MG (.pdf, 368KB).
  4. Magnetism in vermiculite intercalation compounds (VIC’s): Ni-VIC, Co-VIC, rare eatth metal-VIC’s (.pdf, 344KB)
  5. Superconductivity and magnetism in layered system Ta2S2C with magnetic intercalates:Ta2S2C and MxTa2S2C (M = Fe, Co, Ni, Cu).
  6. Fermi surface effect in graphite intercalation compounds; angular-dependent magnetoresistance oscillations (AMRO): high stage MoCl5 GIC.
  7. Superspin galss Fe3O4 nanoparticles.and superparamagnet Fe3O4 @ Au nanoparticles
  8. Spin frustration in two-dimensional antiferromagnets on the triangular lattice (stage-2 MnCl2 GIC). Schematic diagram of the sandwich structure (G-Bi-G) in Bi-MG. The c axis stacking sequence of Cu0.5Co0.5Cl2-FeCl3 GBIC Schematic structure of Ni VIC composed of two tetrahedral sheets and one octahedral sheet: Ni2+ (●) and Fe (x).

sandwich structure (G-Bi-G) in Bi-MG.The c axis stacking 
sequence of  Cu0.5Co0.5Cl2-FeCl3 GBIC  
The c axis stacking sequence of  Cu0.5Co0.5Cl2-FeCl3 GBIC    Schematic 
structure of Ni VIC composed of two tetrahedral sheets and one 
octahedral sheet: Ni2+ (●) and Fe (x).

Schematic diagram of the sandwich structure (G-Bi-G) in Bi-MG.

          

 Experimental techniques

Experimental techniques (SQUID magnetometer) (.pdf, 2.5 MB) used for the study on the aging dynamics in spin glass systems is summarized in the pdf document.

Teaching

His teaching activities have centered around introducing the solid state physics and quantum mechanics into the undergraduate and graduate curriculum at SUNY-Binghamton. He has taught courses including solid state physics, quantum mechanics, statistical thermodynamics, electricity and magnetism, and laboratory courses. The complete list (.pdf, 12 KB) is given in the pdf document. 

Lecture Note on Solid State Physics:

  1. X-ray diffraction (.pdf, 1.3 MB)
  2. Free electron Fermi gas model: specific heat and Pauli paramagnetism (.pdf, KB)
  3. Bloch Theorem and energy band (.pdf, 444 KB), (mathematica (.nb, 208 KB))
  4. de Haas van Alphen effect (.pdf, 2.1 MB),(mathematica (.nb, 7.8 MB))
  5. Josephson junction and DC SQUID (.pdf, 2.7 MB), (mathematica_5 (.nb, 7.3 MB)),(mathematica_6 (.nb, 4.4 MB)),(mathematica_9 (.nb, 896 KB)),(mathematica_13 (.nb, 1.3 MB))
  6. Mean-field theory for ferromagnetism (.pdf, 228 KB)
  7. Ginzburg- Landau Theory for superconductivity (.pdf, 1.4 MB)
  8. Spin Hamiltonian of transition metal ions in crystal field (.pdf, 1.3 MB)
  9. Superexchange interaction (.pdf, 2.7 MB)
  10. Lattice Waves (.pdf, 536 KB), (mathematica_1 (.nb, 12 KB)),(mathematica_2 (.nb, 200 KB))
  11. AC Magnetic Susceptibility  (.pdf, 446 KB)

Lecture Note on Senior Laboratory

  1. Fraunhofer diffraction and double-split experiment (.pdf, 616 KB), (Mathematica (.nb, 4.8 MB))
  2. Measurement of mutual inductance from frequency dependence of impedance of AC coupled circuit using digital dual-phase lock-in amplifier, (.pdf, 768 KB)
  3. Oscillations and Waves (.pdf, 974 KB)
  4. Coupled Pendulum (.pdf, 827 KB)
  5. Spin echo method in pulsed nuclear magnetic resonance (.pdf, 2.4MB)
  6. Zeeman effect (.pdf, 531 KB)
  7. Optical pumping (.pdf, 698 KB)
  8. Faraday rotation (.pdf 361 KB)

Lecture Notes on Computational Physics (Physics 468)>>click here>>

Lecture Notes on Introductory Phys Course (Phys 131 and 132)>>click here>>

Lecture Notes on Method of Theoretical Physics (Phys 474 and 514)>>click here>>

Lecture Notes on Modern Physics (Phys 323)>>click here>>

Lecture Notes on Quantum Mechanics I (Phys 421)>>click here>>

Advanced Topics in Introductory Phys Course (Phys 131 and 132) :

  1. Physics of simple pendulum; case study of nonlinear dynamics (.pdf, 3 MB)
  2. Physics on bar magnet (.pdf, 776 KB)
  3. Physics on rainbow (.pdf, 579 KB)
  4. Radiation from electric dipole moment (.pdf, 1.1 MB)
  5. Minimum deviation of angle in prism (.pdf, 669 KB)

Conference talks:

  1. Magnetic-field induced superconductor-metal-insulator transitions in bismuth metal-graphite (APS 2002) (.pdf, 1.2 MB)
  2. Aging, rejuvenation, and memory effects in short-range Ising spin glass Cu0.5Co0.5Cl2-FeCl3 GBIC (APS 2004) (.pdf, 980 KB)
  3. Aging dynamics across a dynamic crossover line in three-dimensional short-range Ising spin glass Cu0.5Co0.5Cl2-FeCl3 graphite bi-intercalation compound (APS 2005) (.pdf, 400 KB)
  4. Memory and aging effect in hierarchical spin orderings of stage-2 CoCl2 graphite intercalation compound (APS 2006) (.pdf, 648 KB)
  5. Magnetic Ordering of CoCl2-GIC: a Spin Ceramic -Hierarchical Successive Transitions and the Intermediate Glassy Phase- (Highly Frustrated Magnetism 2006, Osaka, JAPAN August 15-19) (.pdf, 1.6 MB)
  6. Memory interference in stage-2 CoCl2 graphite intercalation compound (APS 2007) (.pdf, 768 KB)

Research Supplement:

The purpose of this page is to provide additional resources for all those who are interested in his research.

They are as listed below:

  1. Note on spin hamiltonian of the Fe2+ and Co2+ spins (.pdf, 228 KB)
  2. Scaling form for zero-field cooled and field-cooled susceptibility of superparamagnet (.pdf, 420 KB)
  3. Note on stretched exponential relaxation in spin glass phase by M. Suzuki and I.S. Suzuki (.pdf, 116 KB)
The 
Power of SUNY
Binghamton University State University of New York
PO BOX 6000 Binghamton, NY 13902-6000
About This Site Employment Opportunities

Last Updated: 1/1/2015