Magnetic resonant coupling as a potential means for wireless power transfer to multiple small receivers

@article{kgr12a,
  author = {Karagozler, Mustafa Emre and Goldstein, Seth Copen and
     Ricketts, David S.},
  journal = {Circuits and Systems I: Regular Papers, IEEE Transactions
     on},
  title = {Analysis and Modeling of Capacitive Power Transfer in
     Microsystems},
  year = {2012},
  month = {Jul},
  volume = {59},
  number = {7},
  pages = {1557--1566},
  keywords = {Actuation, Adhesion,Power},
  doi = {10.1109/TCSI.2011.2177011},
  issn = {1549-8328},
}

@article{cannon-tranpe09,
  author = {Cannon, Benjamin L. and Hoburg, James F. and Stancil,
     Daniel D. and Goldstein, Seth Copen},
  title = {Magnetic resonant coupling as a potential means for
     wireless power transfer to multiple small receivers},
  year = {2009},
  url = {http://www.cs.cmu.edu/~claytronics/papers/cannon-tranpe09.pdf},
  month = {Jul},
  volume = {24},
  number = {7},
  journal = {IEEE Transactions on Power Electronics},
  keywords = {Power},
  abstract = {Wireless power transfer via magnetic resonant coupling
     is experimentally demonstrated in a system with a large source
     coil and either one or two small receivers. Resonance between
     source and load coils is achieved with lumped capacitors
     terminating the coils. A circuit model is developed to describe
     the system with a single receiver, and extended to describe the
     system with two receivers. With parameter values chosen to obtain
     good fits, the circuit models yield transfer frequency responses
     that are in good agreement with experimental measurements over a
     range of frequencies that span the resonance. Resonant frequency
     splitting is observed experimentally and described theoretically
     for the multiple receiver system. In the single receiver system
     at resonance, more than 50\% of the power that is supplied by the
     actual source is delivered to the load. In a multiple receiver
     system, a means for tracking frequency shifts and continuously
     retuning the lumped capacitances that terminate each receiver
     coil so as to maximize efficiency is a key issue for future
     work.},
}

@inproceedings{beckett-iscas05,
  title = {Why area might reduce power in nanoscale CMOS},
  url = {http://www.cs.cmu.edu/~seth/papers/beckett-iscas05.pdf},
  booktitle = {IEEE International Symposium on Circuits and Systems,
     2005, (ISCAS 2005)},
  author = {Beckett, Paul and Goldstein, Seth Copen},
  year = {2005},
  pages = {2329-2332},
  volume = {3},
  month = {May},
  address = {Kobe, Japan},
  abstract = {In this paper we explore the relationship between power
     and area. By exploiting parallelism (and thus using more area)
     one can reduce the switching frequency allowing a reduction in
     VDD which results in a reduction in power. Under a scaling regime
     which allows threshold voltage to increase as VDD decreases we
     find that dynamic and subthreshold power loss in CMOS exhibit a
     dependence on area proportional to A^((\sigma^-3)/\sigma) while
     gate leakage power proportional to A^((\sigma^-6)/\sigma) and
     short circuit power A^((\sigma^-6)/\sigma). Thus, with the large
     number of devices at our disposal we can exploit techniques such
     as spatial computing--tailoring the program directly to the
     hardware--to overcome the negative effects of scaling. The value
     of s describes the effectiveness of the technique for a
     particular circuit and/or algorithm--for circuits that exhibit a
     value of \sigma <= 3, power will be a constant or reducing
     function of area. We briefly speculate on how \sigma might be
     influenced by a move to nanoscale technology.},
  keywords = {Electronic Nanotechnology,Power,Energy},
}