Why Solovay real produces Cohen real

Journal of Symbolic Logic 51 (4):957-968 (1986)
An explanation is given of why, after adding to a model M of ZFC first a Solovay real r and next a Cohen real c, in M[ r][ c] a Cohen real over M[ c] is produced. It is also shown that a Solovay algebra iterated with a Cohen algebra can be embedded into a Cohen algebra iterated with a Solovay algebra
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DOI 10.2307/2273908
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James Hirschorn (2003). Summable Gaps. Annals of Pure and Applied Logic 120 (1-3):1-63.

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