Nestatsionarnye Zadachi Kvantovoy I Klassicheskoy Mekhaniki
AUTHOR | Chikhachev Aleksandr |
PUBLISHER | LAP Lambert Academic Publishing (02/28/2014) |
PRODUCT TYPE | Paperback (Paperback) |
Description
Sushchestvuyushchie v nastoyashchee vremya problemy, svyazannye s teoreticheskim opisaniem eksperimental'nykh dannykh, trebuyut, kak pravilo, chislennykh raschetov bol'shogo ob"ema. V svyazi s etim predstavlyaet interes postanovka prostykh model'nykh zadach, pozvolyayushchikh dat' analiticheskoe opisanie kakoy libo odnoy, naibolee vazhnoy storone yavleniya. V dannoy rabote izlozheny resheniya ryada netrivial'nykh nestatsionarnykh zadach i svyazannye s nimi problemy. V pervoy glave rassmotreny zadachi o tochechnykh potentsialakh, kharakterizuemykh lineyno izmenyayushchimsya so vremenem rasstoyaniem. Predlozhena integral'naya model' tochechnogo potentsiala i izucheny sostoyaniya sfericheskoy del'ta-obolochki. Vo vtoroy glave issledovany samosoglasovannye nestatsionarnye resheniya dlya sistem zaryazhennykh chastits, opisyvaemykh model'nym gamil'tonianom, yavno zavisyashchim ot vremeni. Pri etom rassmotreny kak klassicheskaya, tak i kvantovaya zadachi. Dlya nauchnykh rabotnikov, aspirantov i studentov, spetsializiruyushchikhsya v oblasti teoreticheskoy i matematicheskoy fiziki.
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Product Format
Product Details
ISBN-13:
9783659188312
ISBN-10:
365918831X
Binding:
Paperback or Softback (Trade Paperback (Us))
Content Language:
Russian
More Product Details
Page Count:
52
Carton Quantity:
136
Product Dimensions:
6.00 x 0.12 x 9.00 inches
Weight:
0.20 pound(s)
Country of Origin:
US
Subject Information
BISAC Categories
Science | Physics - General
Descriptions, Reviews, Etc.
publisher marketing
Sushchestvuyushchie v nastoyashchee vremya problemy, svyazannye s teoreticheskim opisaniem eksperimental'nykh dannykh, trebuyut, kak pravilo, chislennykh raschetov bol'shogo ob"ema. V svyazi s etim predstavlyaet interes postanovka prostykh model'nykh zadach, pozvolyayushchikh dat' analiticheskoe opisanie kakoy libo odnoy, naibolee vazhnoy storone yavleniya. V dannoy rabote izlozheny resheniya ryada netrivial'nykh nestatsionarnykh zadach i svyazannye s nimi problemy. V pervoy glave rassmotreny zadachi o tochechnykh potentsialakh, kharakterizuemykh lineyno izmenyayushchimsya so vremenem rasstoyaniem. Predlozhena integral'naya model' tochechnogo potentsiala i izucheny sostoyaniya sfericheskoy del'ta-obolochki. Vo vtoroy glave issledovany samosoglasovannye nestatsionarnye resheniya dlya sistem zaryazhennykh chastits, opisyvaemykh model'nym gamil'tonianom, yavno zavisyashchim ot vremeni. Pri etom rassmotreny kak klassicheskaya, tak i kvantovaya zadachi. Dlya nauchnykh rabotnikov, aspirantov i studentov, spetsializiruyushchikhsya v oblasti teoreticheskoy i matematicheskoy fiziki.
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