Peredacha Izobrazheniy So Sverkhrazresheniem
| AUTHOR | Kosul'nikov S. Yu; Orlov a. a.; Belov P. a. |
| PUBLISHER | LAP Lambert Academic Publishing (09/10/2012) |
| PRODUCT TYPE | Paperback (Paperback) |
Description
Kniga posvyashchena novomu napravleniyu fiziki, svyazannomu s razrabotkoy i primeneniem metamaterialov - iskusstvennykh materialov s elektromagnitnymi svoystvami, ne nablyudaemymi v materialakh, dostupnykh v prirode. Kontseptsiya metamaterialov yavlyaetsya printsipial'no novym podkhodom, pozvolyayushchim konstruirovat' materialy, osnovyvayas' na svoystvakh, kotorye ot nikh trebuyutsya, a ne ot ogranichennoy uzhe sushchestvuyushchikh materialov. Pri pomoshchi takikh iskusstvennykh sred s ekzoticheskimi elektromagnitnymi svoystvami vozmozhno sozdavat', v chastnosti, ustroystva peredachi izobrazheniy s subvolnovym razresheniem, ne ogranichennym difraktsionnym predelom dlya razresheniya linzovykh sistem peredachi i obrabotki izobrazheniy, kotoryy dolgoe vremya kazalsya nepreodolimym dazhe teoreticheski.
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Product Format
Product Details
ISBN-13:
9783659106293
ISBN-10:
3659106291
Binding:
Paperback or Softback (Trade Paperback (Us))
Content Language:
Russian
More Product Details
Page Count:
172
Carton Quantity:
46
Product Dimensions:
6.00 x 0.40 x 9.00 inches
Weight:
0.57 pound(s)
Country of Origin:
US
Subject Information
BISAC Categories
Science | Physics - Electricity
Descriptions, Reviews, Etc.
publisher marketing
Kniga posvyashchena novomu napravleniyu fiziki, svyazannomu s razrabotkoy i primeneniem metamaterialov - iskusstvennykh materialov s elektromagnitnymi svoystvami, ne nablyudaemymi v materialakh, dostupnykh v prirode. Kontseptsiya metamaterialov yavlyaetsya printsipial'no novym podkhodom, pozvolyayushchim konstruirovat' materialy, osnovyvayas' na svoystvakh, kotorye ot nikh trebuyutsya, a ne ot ogranichennoy uzhe sushchestvuyushchikh materialov. Pri pomoshchi takikh iskusstvennykh sred s ekzoticheskimi elektromagnitnymi svoystvami vozmozhno sozdavat', v chastnosti, ustroystva peredachi izobrazheniy s subvolnovym razresheniem, ne ogranichennym difraktsionnym predelom dlya razresheniya linzovykh sistem peredachi i obrabotki izobrazheniy, kotoryy dolgoe vremya kazalsya nepreodolimym dazhe teoreticheski.
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