Эротические рассказы

Как ломаются спагетти и другие задачи по физике. Игорь ИвановЧитать онлайн книгу.

Как ломаются спагетти и другие задачи по физике - Игорь Иванов


Скачать книгу
телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

      Сноски

      1

      Voyenli K. and Eriksen E. On the motion of an ice hockey puck // American Journal of Physics, 1985, vol. 53, p. 1149. DOI: 10.1119/1.14071.

      2

      Farkas Z., Bartels G., Unger T., and Wolf D. E. Frictional Coupling between Sliding and Spinning Motion // Physical Review Letters, 2003, vol. 90, 248302. DOI: 10.1103/PhysRevLett.90.248302.

      3

      Vollmer M. and Möllmann K.-P. Feynmans Rätsel der brechenden Spaghetti // Physik in unserer Zeit, 2012, vol. 43, pp. 46-47. DOI: 10.1002/piuz.201290006.

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
Скачать книгу
Яндекс.Метрика