Laboratory scale fluid quantization, De Broglie quantum mechanics and new solutions to 3D-classical wave equation

Quantum phenomena in fluids at lab scale recently discovered [1], confirmed [2] and interpreted as hydrodynamic pilot waves [3], revived De Broglie quantum mechanics, based on non-linear classical wave equation CWE [4]. This paper is the first complete English overview of our novel nonharmonic solutions to CWE [5, 6], recently integrated into a unified fluid and field (UFF) theory of nature [7-9]. References: 1) Couder Y and Fort E (2006) Phys. Rev. Lett. 97 154101. 2) Harris D M and Bush J W M (2013) Phys. Fluids 25 091112. 3) Bush J W M (2015) Annual Review of Fluid Mechanics 47 269-292. 4) De Broglie L (1962) Cahiers de Physique 16 (147) 425-445. 5) Munera H A and Guzman O (1997) Found. Phys. Lett. 10 (1) 31-41. 6) Munera H A (2000) Momento 20 1-30. 7) Munera H A (2016) Interconnection of all forces of nature via the energy and momentum equations for a fluid aether Unified Field Mechanics Ed R L Amoroso et al (Singapore: World Scientific) 247-267. 8) Munera H A (2016) Unified field theory from classical wave equation: application to atomic and nuclear structure AIP Conference Proc. 1753 030015. doi: 10.1063/1.4955356. 9) Munera H A (2018) General relativity as a unified fluid and field theory IOP J. Phys.: Conf. Ser. 1051 012024.