'Stationary state' presentation slideshows

Diversity and Design in Cellular Networks

Diversity and Design in Cellular Networks. Prediction, Control and Design of and with Biology. Adam Arkin, University of California, Berkeley http://genomics.lbl.gov. Bacillus. Yeast. Volvox. An egg. Humpty Dumpty. "Nothing in biology makes sense except in the light of evolution."

1.53k views • 139 slides

Pulse Methods for Preserving Quantum Coherences T. S. Mahesh

Pulse Methods for Preserving Quantum Coherences T. S. Mahesh Indian Institute of Science Education and Research, Pune. Criteria for Physical Realization of QIP. Scalable physical system with mapping of qubits A method to initialize the system Big decoherence time to gate time

697 views • 62 slides

Quantum I (PHYS 3220)

685 views • 54 slides

The Nuclear Atom

345 views • 34 slides

Vibrations in undamped linear 2-dof systems (last updated 2011-09-09)

Vibrations in undamped linear 2-dof systems (last updated 2011-09-09). Aim. The aim of this presentation is to give a short review of basic vibration analysis in undamped linear 2 degree-of-freedom (2-dof) systems.

419 views • 25 slides

University of Nottingham

School of Economics. University of Nottingham. Pre-sessional Mathematics Masters. Dr Maria Montero Dr Alex Possajennikov. Topic 4 Dynamic Analysis. Dynamic Analysis. Modelling dependence of variables on time.

324 views • 24 slides

????? ??? ?? ??????? [ Eraclitos ]

366 views • 23 slides

Metabolic networks

Metabolic networks. Guest lecture by Dr. Carlotta Martelli 26_10_2007. ( ... ) coa + nad + pyr --> accoa + co2 + nadh g1p + h2o --> glc-D + pi 2pg <==> h2o + pep g3p + nad +pi <==> 13dpg + h + nadh fdp <==> dhap + g3p fdp + h2o --> f6p + pi f6p <==> dha + g3p

366 views • 20 slides

PH 401

PH 401. Dr. Cecilia Vogel. Review. stationary vs non-stationary states time dependence energy value(s) Gaussian approaching barrier. Particle in a box solve TISE stationary state wavefunctions eigenvalues. Outline. Recall Requirements. All wavefunctions must be solution to TDSE

334 views • 20 slides

Chapter 40

478 views • 20 slides

Chapter 40

200 views • 20 slides

SMK TINGGI BUKIT MERTAJAM

SMK TINGGI BUKIT MERTAJAM. start. SMK TINGGI BUKIT MERTAJAM. The concept of inertia is related to of motion. Newton's first law. SMK TINGGI BUKIT MERTAJAM. SMK TINGGI BUKIT MERTAJAM. The tendency of an object to maintain its state of rest or uniform motion in a straight line is called

357 views • 17 slides

TEST OF THE GALLAVOTTI-COHEN SYMMETRY IN A STOCHASTIC MODEL WITH NON EQUILIBRIUM STATIONARY STATES

TEST OF THE GALLAVOTTI-COHEN SYMMETRY IN A STOCHASTIC MODEL WITH NON EQUILIBRIUM STATIONARY STATES. Giuseppe Gonnella Antonio Lamura Antonio Piscitelli. Equilibrium stationary states. Gibbs-Boltzmann distribution. Non equilibrium stationary states (N.E.S.S.). -Thermal gradient

295 views • 15 slides

Analysis of Control Systems in State Space

Analysis of Control Systems in State Space. imtiaz.hussain@faculty.muet.edu.pk. Introduction to State Space. The state space is defined as the n-dimensional space in which the components of the state vector represents its coordinate axes.

799 views • 14 slides

HS 419

313 views • 14 slides

Workshop on TRANSPORT AND SELF-ORGANIZATION IN COMPLEX SYSTEMS

254 views • 14 slides

CS- 514 Final Project

200 views • 14 slides

332 views • 11 slides

Numerical implementation: splitting scheme

Numerical implementation: splitting scheme. We discretize the linear evolution operator,. Uniform mesh: . is a three . element vector. FFT. Approximate solution of the evolution governed by A. Numerical implementation: splitting scheme. We discretize the linear evolution operator,.

131 views • 6 slides

KPZ growth with conserved step density Marcel den Nijs (University of Washington) DMR 0341341

KPZ growth with conserved step density Marcel den Nijs (University of Washington) DMR 0341341.

97 views • 2 slides