Orestis - Perturbation
Music CD : Greekdelia Track (3)
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Prone Bridges With Manual Perturbation
If you've got a coach/partner, or you train clients in group, this is a nice way to add some difficulty to the standard prone bridge. take care not to apply significant downward pressure against the low back, but other than that, simply apply random unexpected challenges, suing as much variety as possible.
Perturbation Analysis - Examining Muscle Function During Late Stance of Running
This video shows the potential of three muscle groups (gastrocnemius, soleus, and rectus femoris) to accelerate the body's center of mass during late stance in running. The first segment shows that the gastrocnemius muscle group tends to drive the mass center forward and upward. The second segment shows that the soleus muscle tends to drive the mass center upward and forward. The gastroc and soleus, located in the calf, are the main contributors to propulsion and support during late stance. The final segment shows that the rectus femoris muscle group tends to drive the mass center backwards and upwards.
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Part II: Time-Dependent Perturbation Theory of the infinite Potential Wall
The orthodox interpretation of transitions between quantum states in terms of discontinuous jumps is treated as an adjunct to the Schrödinger equation itself. In the causal interpretation, the particle position and momentum are well-defined and the transition can be described as a continuous evolution of the quantum particle according to the time-dependent Schrödinger equation. To study transitions in a two-level system, time-dependent perturbation theory must be used. For the particular case of a two-level system perturbed by a periodic external field (but without quantization of the transition-inducing field and ignoring radiation effects), an accurate solution can be derived. This Demonstration studies a transition from the first state to the fourth excited state and back to the first state. In the causal interpretation, ensembles of particles are characterized by a wavefunction, an initial position, and a trajectory. The trajectories are streamlines in the Madelung fluid, regarded as paths of quantum particles that are not directly measurable because of the perturbation caused by the measurement process. In the superposition of states, the energy for each individual quantum particle evolves in a continuous manner. The particle's motion evolves such that its energy, depending on its initial position. In the Bohm interpretation (=causal interpretation) are no quantum jumps. Reference: C. Dewdney and MM Lam, "What Happens During a Quantum Transition?," Information <b>...</b>
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Perturbation theory for non-degenerate levels
We first consider the effect of perturbations on energy levels that are not degenerate
Quantum Time-Dependent Perturbation Theory of the infinite Potential Wall
The orthodox interpretation of transitions between quantum states in terms of discontinuous jumps is treated as an adjunct to the Schrödinger equation itself. In the causal interpretation, the particle position and momentum are well-defined and the transition can be described as a continuous evolution of the quantum particle according to the time-dependent Schrödinger equation. To study transitions in a two-level system, time-dependent perturbation theory must be used. For the particular case of a two-level system perturbed by a periodic external field (but without quantization of the transition-inducing field and ignoring radiation effects), an accurate solution can be derived. This Demonstration studies a transition from the first state to the second excited state and back to the first state. In the causal interpretation, ensembles of particles are characterized by a wavefunction, an initial position, and a trajectory. The trajectories are streamlines in the Madelung fluid, regarded as paths of quantum particles that are not directly measurable because of the perturbation caused by the measurement process. In the superposition of states, the energy for each individual quantum particle evolves in a continuous manner. The particle's motion evolves such that its energy, depending on its initial position. In the Bohm interpretation (=causal interpretation) are no quantum jumps. Reference: C. Dewdney and MM Lam, "What Happens During a Quantum Transition?," Information <b>...</b>
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irregularity / homogeneity : emerging from the perturbation field 2010
artist : minoru sato -m/s, SASW this installation is one of a series of works by using fluorescent lamps since 1991. this work was exhibited at ARTe SONoro in Madrid. material: solar cells, fluorescent lamps (used 'half-broken' lamp which irregularly flickers), loudspeaker, electro-luminescence sheets, acrylic panels with silkscreen description: an irregular state, when it surrounds us, makes us unable to identify individual things, or to find any law of variations within it. We usually regard it as having no significant nature more than the specific nature from which emerges repetition. It seems homogeneous rather than heterogeneous because we feel it as a form of flatness without specific variation. When we discover a state of irregularity or homogeneity, it may mean we are confronting something of which "lies outside the domain where it is possible to carry out a causal description corresponding to our customary forms of perception."(The Atomic Theory and the Fundamental Principles underlying the Description of Nature, Niels Bohr, 1929) In a way, the domain where irregularity governs guarantees that it is impossible for us to completely describe our world through language.
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Shuttle Balance - Neck Injury/Stroke Perturbation
Kenji Carp demonstrates different protocols on the Shuttle Balance.
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RC micro helicopter hover and perturbation recovery, no IMU or gyro
August 2009 We hacked a small 7" toy helicopter with a 3.0g sensor ring to perform hover in place. This mass includes optics, eight tiny vision chips, processing, and the ring itself. This sensor suite enables the helicopter to hold it's position visually with respect to the environment. No gyro or IMU was used to make this video. All sensing and processing was performed on-board. We have recently made a smaller version appropriate for integration in toy RC helicopters and are seeking RC helicopter OEMs that may be interested in this technology. Contact sales@centeye.com
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PERTURBATION by Ray
Call of duty: Black Ops. Comunity fragmovie. Music by Celldweller (sry for the mistake)
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Hockey Training-Stability Ball Front Plank with Perturbation
Jeff Buvinow demonstrates an advanced core training exercise with a focus on creating reflexive dynamic stiffness through the core. For more hockey training information, check out KevinNeeld.com and http
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Single Leg Perturbation basketball specific stability with Steve Blake
Bob Medina, Portland Trailblazers' Strength & Conditioning Coach, gives point guard Steve Blake an extra challenge by using Perturbation training on the Balance. This training can start where perturbation is instigated within the athlete's line of sight, then progressing to outside their line of sight where they are surprised and must still maintain their balance.
Shuttlesystems Shuttle Balance Shuttle Portland Trailblazers Squat Steve Blake Bob Medina Balance Core Strength Perturbation
CERIAS Security: Perturbation of Multivariable Public-key Cryptosystems 1/5
Clip 1/5 Speaker: Jintai Ding · University of Cincinnati Public key cryptography is an indispensable part of most modern communication systems. However, quantum computers can break cryptosystems like RSA, which are based on For more information go to the Cerias website (bit.ly
ACL Perturbation Training using the ShuttleBalance Pro
Daniel Robertson is a highly recruited third baseman/shortstop from Upland High School. He is strengthening his injured knee using the Shuttle Balance Professional and Plyoback for perturbation training.
Daniel Robertson ACL Perturbation Training Shuttle Balance shuttlesystems
Perturbation theory for degenrate levels. Quantum physic
The application of perturbation theory to degenerate systems can often lead to powerful insights into the physics of the system considered. This is because the perturbation often 'lifts' the degenracy of the energy levels, leading to additional structure in the line spectrum. Using this ...
Perturbation theory for degenrate levels quantum physic pymathru
Leapfrogging vortices with perturbation (B&W)
Same as colour version but in black and white and half the frame-rate....
Six Bifurcations of Period-2 Orbit of Perturbed Cat Map
Six Bifurcations of a Period-2 Orbit of a Perturbed Cat Map. The Perturbed Cat Map (equation) studied here has been taken from: Berry,Keating,Prado's Paper; J. Phys. A: Math. Gen. 31 (1998); "Orbit Bifurcations and Spectral Statistics" - Equation #3. Their publication can be found at jpkeating.files.wordpress.com The magnitude of the perturbation, Kappa, is displayed at the top of each plot, and is stepped simultaneously. In order, the shown bifurcations are: Period-2 Isochronous Period-2 Quintupling (Island Chain) Period-2 Quadrupling (Island Chain) Period-2 Tripling (Touch and Go) Period-2 Quintupling (Island Chain - 2nd occurrence) Period-2 Doubling (Pitchfork) Sequence of images generated by 'Matlab' - Animations with 'FrameByFrame'. Animation switches between zoomed in/out views of Phase Space. Left view: Phase 'Flows'. Right view: 'Zero Lines'. Final Year Project, with Supervisor Martin Sieber (University of Bristol).
Cat Map Bifurcation Perturbation Periodic Orbit Phase Space Poincare Section flatflanders
Kuramoto-Sivashinsky equation under small perturbations
This is an animation of solutions to the notoriously chaos-prone Kuramoto-Sivashinsky equation under small perturbations to the initial condition (lower part). The boundary conditions are periodic. No guarantees are made for numerical stability for high times (upper part)! :)
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Breakthroughs Before Breakfast - Episode 4 - Perturbation
Breakthroughs Before Breakfast takes small sections of content from Frontier Trainings - The World Leader in Experiential Business Trainings and discusses how you can apply them to your business and life. This week we discuss the secret to breaking through all barriers and blocks that hold you back from achieving your goals. The World Leader of the week is Helen Keller. Become a fan on Facebook! www.facebook.com See more world leader portraits! www.frontiertrainings.com Visit our website to find out more! frontiertrainings.com Connect with Annalise www.facebook.com Connect with Andrew www.facebook.com Music: Play to Win - Swaine - Mathews Artwork: Content is Property of Frontier Trainings LLC
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Long-term evolution of swarms with high mutation rates and environmental perturbations (2)
This is a computer simulation result of Evolutionary Swarm Chemistry [1] where particles behave based on simple kinetic rules and exchange their rules according to a "majority" competition function (ie, when two particles collide, the one surrounded by more of the same type becomes the source, and the other the destination, of rule transmission). More information can be found at the Swarm Chemistry website [2]. Long-term evolution seen in this simulation is made possible by high mutation rates and occasional environmental perturbations [3]. A minor revision was made to the collision detection rule so that swarms tend to maintain macroscopic structures [4]. [1] Hiroki Sayama, Swarm Chemistry evolving, Artificial Life XII: Proceedings of the Twelfth International Conference on the Synthesis and Simulation of Living Systems, H. Fellermann, M. Dörr, MM Hanczyc, LL Laursen, S. Maurer, D. Merkle, P.-A. Monnard, K. Stoy and S. Rasmussen, eds., Odense, Denmark, 2010, MIT Press, pp.32-33. mitpress.mit.edu [2] Swarm Chemistry homepage. bingweb.binghamton.edu [3] Hiroki Sayama, Seeking open-ended evolution in Swarm Chemistry, Proceedings of the Third IEEE Symposium on Artificial Life (IEEE ALIFE 2011), Paris, France, 2011, IEEE, pp.186-193. [4] Hiroki Sayama and Chun Wong, Quantifying evolutionary dynamics of Swarm Chemistry, Proceedings of the Eleventh European Conference on Artificial Life (ECAL '11), Paris, France, 2011, in press.
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Vorticity/temperature perturbation in rotating convection
Temperture perturbation surfaces at +/- 0.05 (light/dark semi-opaque), vorticity surfaces at +/- 10 (light/dark opaque).
Long-term evolution of swarms with high mutation rates and environmental perturbations
This is a computer simulation result of Evolutionary Swarm Chemistry [1] where particles behave based on simple kinetic rules and exchange their rules according to a "majority" competition function (ie, when two particles collide, the one surrounded by more of the same type becomes the source, and the other the destination, of rule transmission). More information can be found at the Swarm Chemistry website [2]. Long-term evolution seen in this simulation is made possible by high mutation rates and occasional environmental perturbations [3]. [1] Hiroki Sayama, Swarm Chemistry evolving, Artificial Life XII: Proceedings of the Twelfth International Conference on the Synthesis and Simulation of Living Systems, H. Fellermann, M. Dörr, MM Hanczyc, LL Laursen, S. Maurer, D. Merkle, P.-A. Monnard, K. Stoy and S. Rasmussen, eds., Odense, Denmark, 2010, MIT Press, pp.32-33. mitpress.mit.edu [2] Swarm Chemistry homepage. bingweb.binghamton.edu [3] Hiroki Sayama, Seeking open-ended evolution in Swarm Chemistry, Proceedings of the Third IEEE Symposium on Artificial Life (IEEE ALIFE 2011), Paris, France, 2011, IEEE, forthcoming.
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Hockey Training-Split Squat IsoHold with Overhead Stability Ball Perturbation
Colby Cohen demonstrates an advanced core training exercise with a focus on creating reflexive dynamic stiffness through the core. For more hockey training information, check out KevinNeeld.com and http
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Let's Play Doom 3 Co-Op Episode 1: Pistol Perturbation
Welcome to FixxerGaming! This is the first part of our Doom 3 Let's play. Dan and Gaz learn the ropes and shoot people and stuff. The audio is a bit off and you can barely hear me sometimes, apologies for that (It gets fixed soon, for now- I've added captions). - Gaz. Please subscribe we would love your support!
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Lecture 06-Jack Simons Electronic Structure Theory- Møller-Plesset perturbation theory
Determining the CI amplitudes using Moller-Plesset perturbation theory (MPn); Brillouin theorem; strengths and weaknesses of MPn; non-convergence of MPn can give crazy results. (1)JackSimons Electronic Structure Theory- Session 1- Born-Oppenheimer approximation www.youtube.com (2)Jack Simons Electronic Structure Theory- Session 2- Hartree-Fock www.youtube.com (3)Jack Simons Electronic Structure Theory- Session 3- Dynamical pair correlations www.youtube.com (4)Jack Simons Electronic Structure Theory- Session 4- Linear combinations of atomic orbitals www.youtube.com (5)Jack Simons Electronic Structure Theory- Session 5- Basis sets www.youtube.com (6)Jack Simons Electronic Structure Theory- Session 6- Møller-Plesset perturbation theory www.youtube.com (7)Jack Simons Electronic Structure Theory- Session 7- Configuration interaction theory www.youtube.com (8)Jack Simons Electronic Structure Theory- Session 8- Coupled-cluster theory www.youtube.com (9)Jack Simons Electronic Structure Theory- Session 9- Metastable anions www.youtube.com (10)Jack Simons Electronic Structure Theory- Session 10- Error trends www.youtube.com (11)Jack Simons Electronic Structure Theory- Session 11- Density functional theory www.youtube.com (12)Jack Simons Electronic Structure Theory- Session 12- Gradients and reaction paths www.youtube.com About Jack: Jack Simons is Henry Erying Scientist and Professor of Chemistry at the University of Utah. He grew up in Girard, Ohio, earned his BS degree in <b>...</b>
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Long-term evolution of swarms with high mutation rates and environmental perturbations (3)
This is a computer simulation result of Evolutionary Swarm Chemistry [1] where particles behave based on simple kinetic rules and exchange their rules according to a "majority" competition function (ie, when two particles collide, the one surrounded by more of the same type becomes the source, and the other the destination, of rule transmission). More information can be found at the Swarm Chemistry website [2]. Long-term evolution seen in this simulation is made possible by high mutation rates and occasional environmental perturbations [3]. A minor revision was made to the collision detection rule so that swarms tend to maintain macroscopic structures [4]. [1] Hiroki Sayama, Swarm Chemistry evolving, Artificial Life XII: Proceedings of the Twelfth International Conference on the Synthesis and Simulation of Living Systems, H. Fellermann, M. Dörr, MM Hanczyc, LL Laursen, S. Maurer, D. Merkle, P.-A. Monnard, K. Stoy and S. Rasmussen, eds., Odense, Denmark, 2010, MIT Press, pp.32-33. mitpress.mit.edu [2] Swarm Chemistry homepage. bingweb.binghamton.edu [3] Hiroki Sayama, Seeking open-ended evolution in Swarm Chemistry, Proceedings of the Third IEEE Symposium on Artificial Life (IEEE ALIFE 2011), Paris, France, 2011, IEEE, pp.186-193. [4] Hiroki Sayama and Chun Wong, Quantifying evolutionary dynamics of Swarm Chemistry, Proceedings of the Eleventh European Conference on Artificial Life (ECAL '11), Paris, France, 2011, in press.
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