US2017121857A1PendingUtilityA1
Lyocell fiber
Est. expiryMar 31, 2034(~7.7 yrs left)· nominal 20-yr term from priority
D01D 5/06D01F 2/00D01D 10/06D01D 5/16D01D 5/253
40
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Claims
Abstract
This invention relates to a lyocell fiber and, more specifically, to a lyocell fiber exhibiting the same or improved physical properties even if used in a lesser amount, compared to a conventional lyocell fiber, by controlling the shape of the section of a monofilament included in the lyocell fiber to increase the specific surface area of the fiber.
Claims
exact text as granted — not AI-modified1 . A lyocell fiber comprising:
a lyocell multifilament manufactured by spinning a lyocell spinning dope including a cellulose pulp and an N-methylmorpholine-N-oxide (NMMO) aqueous solution, wherein the multifilament includes a monofilament having a multi-lobal section, the multi-lobal section includes a plurality of projections, and the plurality of projections comes into contact with a first virtual circle and a second virtual circle, included in the first virtual circle, is integrally formed with the second virtual circle, serving as a core, and comes into contact with the first virtual circle at ends thereof.
2 . The lyocell fiber of claim 1 , wherein the lyocell spinning dope includes 6 to 16 wt % of the cellulose pulp and 84 to 94 wt % of the N-methylmorpholine-N-oxide aqueous solution.
3 . The lyocell fiber of claim 2 , wherein the cellulose pulp has an alpha-cellulose content of 85 to 97 wt % and a degree of polymerization (DPw) of 600 to 1700.
4 . The lyocell fiber of claim 1 , wherein a space occupancy ratio defined in a following Equation 1 is 150 to 400%:
Space occupancy ratio (%)=(Area of first virtual circle/sectional area of monofilament included in lyocell fiber)×100. <Equation 1>
5 . The lyocell fiber of claim 1 , wherein the first virtual circle has a radius of 8 to 30 μm.
6 . The lyocell fiber of claim 1 , wherein the second virtual circle has a radius of 3 to 12 μm.
7 . The lyocell fiber of claim 1 , wherein the first virtual circle and the second virtual circle are concentric.Join the waitlist — get patent alerts
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