@article {b843b80df70f4cce93496d623ae1f1d3,
	title = {Two-mode rhomboidal states in driven surface waves},
	journal = {Physical Review Letters},
	volume = {84},
	number = {4},
	year = {2000},
	month = {jan},
	pages = {654{\textendash}657},
	publisher = {American Physical Society},
	abstract = {Two-mode rhomboid patterns are generated experimentally via two-frequency parametric forcing of surface waves. These patterns are formed by the simple nonlinear resonance: k{\textrightarrow}{\textquoteright}1 - k{\textrightarrow}2 = k{\textrightarrow}1 where k1 and k2(=k{\textquoteright}2) are concurrently excited eigenmodes. The state possesses a direction-dependent time dependence described by a superposition of the two modes, and a dimensionless scaling delineating the state{\textquoteright}s region of existence is presented. We also show that 2n-fold quasipatterns naturally arise from these states when the coupling angle between k{\textrightarrow}2 and k{\textrightarrow}{\textquoteright}1 is 2π/n.},
	issn = {0031-9007},
	doi = {10.1103/PhysRevLett.84.654},
	url = {https://drive.google.com/file/d/1fMzOqlcOus2SADMj-S11xVxydqE2tP_u/view?usp=drive_link},
	author = {H. Arbell and J. Fineberg}
}
