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This is the second of five papers that construct an isomorphism between theSeiberg-Witten Floer homology and the Heegaard Floer homology of a givencompact, oriented 3-manifold. The isomorphism is given as a composition ofthree isomorphisms; the first of these relates a version of embedded contacthomology on an an auxillary manifold to the Heegaard Floer homology on theoriginal. This paper describes this auxilliary manifold, its geometry, and therelationship between the generators of the embedded contact homology chaincomplex and those of the Heegaard Floer chain complex. The pseudoholomorphiccurves that define the differential on the embedded contact homology chaincomplex are also described here as a first step to relate the differential onthe latter complex with that on the Heegaard Floer complex.

HF=HM II: Reeb orbits and holomorphic curves for the ech/Heegaard-Floer correspondence