Random deposition of particles:

Slides:



Advertisements
Similar presentations
% CRUSHED PARTICLES.
Advertisements

Stochastic Simulations Monday, 9/9/2002 Monte Carlo simulations are generally concerned with large series of computer experiments using uncorrelated random.
HIDDEN FACES INVESTIGATION
Blood Spatter Analysis Familiarization Training for the Scene Investigator Advanced Skills Investigative Branch 20 February 2008.
Chapter 13: Section 3. Learning Targets Describe the difference between a real and a virtual image Draw ray diagrams for objects located at various distances.
Computational simulation of aerosol behaviour Jouni Pyykönen Lectio Praecursoria
1 Alberto Montanari University of Bologna Infiltration models.
A coin is dropped randomly on a page ruled with evenly spaced lines. What is the probability that it touches or crosses any on the lines?
1 Growth Dynamics of Rotating DLA-Clusters Contents: 1. Introduction 2. A radial-annular model 3. Rotating clusters 4. Results 5. Computer simulation of.
Reflection & Mirrors SWBAT-Explain how light is reflected from rough and smooth surfaces.
Problem 1 Given a high-resolution computer image of a map of an irregularly shaped lake with several islands, determine the water surface area. Assume.
Simulation of Random Walk How do we investigate this numerically? Choose the step length to be a=1 Use a computer to generate random numbers r i uniformly.
Reflection Regular reflection occurs when parallel light rays strike a smooth surface and reflect in the same direction. Diffuse reflection occurs when.
Monetary Policy and the Interest Rate Controlling the Supply of Money.
computer
Soil Conservation. Erosion Two billion tons of U.S. soil lost annually Improved from Five billion tons in 1982 Conservation programs and voluntary conservation.
Random deposition = simplest possible growth model
Modeling Beam Ion Relaxation with application to DIII-D K.Ghantous, N.N. Gorelenkov PPPL, 2012.
Product Rule. Product Rule – used when functions are being multiplied Product Rule.
Field Instruction in Surface-Water Hydrology – Not a Summer Course Steve Custer Earth Sciences Montana State University Bozeman, MT
Plane Mirrors.
Surface Structures of Laplacian Erosion and Diffusion Limited Annihilation Y.Kim and S.Y.Yoon.
Computing Actual Lengths From a Scale Drawing Learning Target I can compute actual lengths in a picture using the scale.
DAMAGE SPREADING PHASE TRANSITIONS IN A THEMAL ROUGHENING MODEL Yup Kim with C. K. Lee Kyung Hee Univ. Ref.: 1. Yup Kim and C. K. Lee, Phys. Rev E 62,
Elements of Art- the Building blocks of Art Review of Vocabulary Words.
Introduction to fractal conceps
Reflection Regular reflection occurs when parallel light rays strike a smooth surface and reflect in the same direction. Diffuse reflection occurs when.
Computer Systems Lab TJHSST Current Projects In-House, pt 2.
LINE Definition: The most basic design 'tool'. A line has length, width, tone, and texture. It may divide space, define a form, describe contour, suggest.
Particle Animation and Rendering Using Data Parallel Computation Karl Sims Optomystic Thinking Machines Corporation Presentation ©2001 Brenden Schubert.
Velocity vs time graph Calculating the area under the graph.
1 Reflection and Mirrors Chapter The Law of Reflection When light strikes a surface it is reflected. The light ray striking the surface is called.
General Rules of Dimensioning
(10 ) WARM UP Simplify the expression. 1. e –4x e12x ANSWER
Problem 1: Service System Capacity
Class #25: Friday, March 6 Clouds, fronts, precipitation processes, upper-level waves, and the extratropical cyclone Class #25: Friday, March 6, 2009.
Dynamic Scaling of Surface Growth in Simple Lattice Models
Physics Chapter 17:Reflection and Mirrors
Thin Target effusion calculations using GEANT4
Cassini UVIS Observations: Structure and History of Saturn’s Rings
Microphysics of Cold Clouds
Ch. 22 Sec. 3 Reflection & Mirrors
Sorting of Sediments & Age of a Stream
Physics-based simulation for visual computing applications
Learning Objectives To observe the effect of light travelling in straight lines on the formation of images To observe a ‘real’ image To apply the laws.
Calculate Area with grid lines no grid lines. Calculate Area with grid lines no grid lines.
Understanding, Measuring, Shaping
2-Dimensional Multi-Site-Correlated Surface Growths
!'!!. = pt >pt > \ ___,..___,..
Term projects.
Diffusion limited aggregation model
Streams and Rivers cont’d
Mirrors.
Drill: 9/09/2013 What’s the difference between real and applied texture?
Positive SECM feedback vs. tunneling
Groundwater Where does the water go?.
Metropolis-type evolution rules for surface growth models
Calculate Area with grid lines no grid lines. Calculate Area with grid lines no grid lines.
Ашық сабақ 7 сынып Файлдар мен қапшықтар Сабақтың тақырыбы:
Windows басқару элементтері
Light Bouncing Off an Object
True or False: The exact length of the parametric curve {image} is {image}
Random WALK, BROWNIAN MOTION and SDEs
Қош келдіңіздер!.
Use the Chain Rule to find {image} {image}
True or False: The exact length of the parametric curve {image} is {image}
Информатика пән мұғалімі : Аитова Карима.
World-Leading Research with Real-World Impact!
THE GROWTH ENVIRONMENT.
Presentation transcript:

Random deposition of particles: simulation of the real world

Snow particles falling on a window

Ag on Pt at 110K

Use computer simulation to find out the hidden rules behind the growth

Ballistic deposition

L=200 35000 particles <h(t)> ~ t

Surface roughness v.s. time Saturation of the width Cross-over

Both the cross-over time and the surface roughness depends on system size L

With proper units of length and time, all the curves can be “collapsed” to the same curve

2-dim growth Diffusion-limited aggregation