Kinetic Equations

Kinetic Equations
ISBN-10
0677140800
ISBN-13
9780677140803
Category
Science / Physics / General
Pages
346
Language
English
Published
1971
Publisher
Gordon and Breach
Authors
Richard L. Liboff, Norman Rostoker

Description

Papers presented at a symposium held at Cornell University, June, 1969.

Similar books

  • Fundamentals
    By Michael A. Morrison

    Fundamentals

  • مفاهيم العلوم الفيزيائية: Conceptual Physical Science
    By Paul G. Hewitt, John A. Suchocki, Leslie A. Hewitt

    Conceptual Physical Science Paul G. Hewitt, John A. Suchocki, Leslie A. Hewitt. = 1.6 درجة الحرارة عندما تلمس فرنا ساخنا. تنتقل الطاقة الحرارية إلى يدك، لأن الفرن أسخن منها. ولكن عندما تلمس قطعة من الجليد فإن الطاقة الحرارية تنتقل من ...

  • Physics with Modern Physics for Scientists and Engineers
    By Richard Wolfson, Jay M. Pasachoff

    Physics with Modern Physics for Scientists and Engineers

  • Fundamentals of Physics, , Problem Supplement No. 1
    By Jearl Walker

    A 1.50 kg snowball is shot upward at an angle of 34.0 ° to the horizontal with an initial speed of 20.0 m / s . ( a ) What is its initial CLUSTERED PROBLEMS kinetic energy ? ( b ) By how much does the gravitational potential energy of ...

  • Statistical Mechanics of Lattice Models
    By George Macdonald Bell, David Anthony Lavis

    Wheeler J. C. and Anderson G. R. , 1980 , J. Chem . Phys . 73 , 5778 , ( 287 ) . Wheeler J. C. and Widom B. , 1970 , J. Chem . Phys . 52 , 5334 , ( 165 ) . Whitehouse J. S. , Christou N. I. , Nicholson D. and Parsonage N. G. , 1984 , J.

  • 大学物理实验
    By 兰州交通大学博文学院物理教研室编写组组编, 杨晓红, 李翠环副主编

    三线表盘的构造.图 2-5 所示为三线悬盘实验装置的构造示意图。三线悬盘是由一个匀质圆盘(悬盘)用 3 条悬线对称地悬挂在可转动的顶部圆盘下而构成。其中,上、下圆盘均处于水平,悬挂在横梁上。3 个对称分布的等长悬线的悬点位于小于圆盘周界的同心圆圆周上, ...

  • 多尺度量子谐振子优化算法
    By 王鹏, 李波, 黄焱

    本书介绍了一种基于量子谐振子物理模型的新的智能优化算法——MQHOA算法,该算法的物理模型明确,算法结构简单,无需复杂的初始条件设定和参数设置 ...

  • 大学物理实验
    By 陶冶

    本书为教材。分为数据处理基础、物理实验方法、常用实验仪器使用方法和实验项目等。数据处理基础介绍误差基本理论与处理方法;物理实验方法介绍常用的基本物理实验方法和手 ...

  • 物理學的演進
    By 愛因斯坦

    愛因斯坦寫給所有人的科普經典 ═════════════════ 全書沒用到任何數學公式! 介紹從伽利略、牛頓時代的古典理論 到場論、相對論和量子力學的物理學史 ...

  • Dielectric Physics
    By August Chełkowski

    Dielectric Physics