Bundle twisted-pair cable
AssigneeHon Hai Precision Ind. Co., Ltd.
InventorChih-Hsien Chou
Life of this patent
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Abstract
A cable includes a plurality of twisted pairs of conductors in a dense hexagonal matrix-like form defining thereof horizontal rows and oblique columns with each other in a rectangular coordinate system wherein the twisted pairs in the same row have the same twist direction while having opposite twist directions with those in the two neighboring rows aside, and wherein for each row there is a ninety degrees phase shift between every adjacent two pairs and for each column there is a non-ninety degrees phase shift between every adjacent two pairs.
Claims16
A cable includes a plurality of twisted pairs of conductors in a dense matrix-like form defining thereof horizontal rows and oblique columns with each other in a rectangular coordinate system wherein the twisted pairs in the same row have the same twist direction while having opposite twist directions with those in the two neighboring rows aside, and wherein for each row there is a local phase shift between every adjacent two pairs by following an equation of [60+(α/3)] or [120−(α/3)], and an initial arrangement in a first row has a global phase shift of [(5α/3)−60] and in a second row adjacent to said first row, has a global phase shift of −[(5α/3)−60], wherein α is an angle defined by every adjacent three twisted pairs which form an acute triangular cross-section.
A cable includes a plurality of twisted pairs of conductors in a dense matrix-like form defining thereof horizontal rows and oblique columns with each other in a rectangular coordinate system wherein the twisted pairs in the same row have the same twist direction while having opposite twist directions with those in the two neighboring rows aside, and wherein for each row there is a local phase shift between every adjacent two pairs by following an equation of [45+(α/2)] or [135−(α/2)] degrees and a global phase shift angle under an equation of +[(3α/2)−45] or −[(3α/2)−45] wherein α is an angle defined by every adjacent three twisted pairs which form an acute triangular cross-section.
Dependencies are inferred from the claim text.