Automobile mirror assembly
First Claim
1. An automobile mirror assembly comprising:
- a mirror which is mountable on an automobile with a support member and a holding member so as to be adjustable in position relative to the automobile;
said mirror having a gradually changing mirror section provided on at least one of side edges of a main mirror section of the mirror, the gradually changing mirror section having a compound curved surfaces comprising;
horizontal curved surfaces and vertical curved surfaces;
wherein curvatures of the horizontal curved surfaces become gradually smaller as the horizontal curved surfaces extend to the edge, and further said curvatures of said horizontal curved surfaces are calculated through the following Equation 1 in respective each positions (x1, x2 . . . xn-1, xn) provided in a horizontal direction; and
wherein the vertical curved surfaces of respective each positions (x1, x2 . . . xn-1, xn) have curvatures which are determined from Equation 2 of hyperbolic curves;
wherein said Equation 1 is as follows;
##EQU4## where;
A1, A2, . . . An-1, An are arc asphericity factors representing asphericity at respective each positions (x1, x2 . . . xn-1, xn) provided in the horizontal direction,n is any integer,K=0, andC=1/r0, andwherein r0 represents a radius of curvature at a starting position of a gradual change in the gradually changing mirror section;
wherein said Equation 2 is as follows;
space="preserve" listing-type="equation">x.sup.2 /a.sup.2 -y.sup.2 /b.sup.2=1
space="preserve" listing-type="equation">P(θ
)=P0+(tk·
T)+(dk·
D)
space="preserve" listing-type="equation">tk={P(θ
)-P0}·
T, in units of height,
space="preserve" listing-type="equation">dk={P(θ
)-P0 }·
D, in units of depth,where;
tk is the height of an upper region above the line of the gradually changing mirror section,dk is the depth at the top of the gradually changing mirror section,T is the unit component in height,D is the unit component of depth,a is the distance in the x direction,b is the distance in the V direction,x and y are Cartasian coordinates,P(θ
) represents an optional position A on a curve extending in the lateral direction at the vertical middle portion of the gradually changing mirror section, andP0 represents the upper and lower ends of the gradually changing mirror section corresponding to the position A.
1 Assignment
0 Petitions
Accused Products
Abstract
An automobile mirror assembly improves safety during driving of a car by widening the visual field of the driver with little distortion. The mirror is mounted on a car with a support member and a holding member to be adjustable in its position. A gradually changing mirror section is provided on at least one of an upper, lower and side edges of a main mirror section of the mirror. A surface of a gradually changing mirror section is defined by a plurality of intersections between curved surfaces provided in at least one of a vertical and horizontal directions with hyperbolic curves provided in a direction perpendicular to one of the vertical and horizontal directions. Each respective curved surface passes through circular arcs, the radii of curvatures of the circular area being calculated from Equation 1 indicated below. The radii of curvatures of the circular arcs gradually become smaller in an extending direction. The intersection of the hyperbolic curves and the curved surfaces define the surface of the gradually changing mirror. The Equation 1 is as follows: ##EQU1## where: A1, A2, . . . An-1, An are asphericity factors representing asphericity at respective portions in the at least one of the horizontal and the vertical directions, n is any integer, K=0, and C=1/r0, and wherein r0 represents a radius of curvature at a starting position of the gradually changing mirror section.
139 Citations
3 Claims
-
1. An automobile mirror assembly comprising:
-
a mirror which is mountable on an automobile with a support member and a holding member so as to be adjustable in position relative to the automobile; said mirror having a gradually changing mirror section provided on at least one of side edges of a main mirror section of the mirror, the gradually changing mirror section having a compound curved surfaces comprising; horizontal curved surfaces and vertical curved surfaces; wherein curvatures of the horizontal curved surfaces become gradually smaller as the horizontal curved surfaces extend to the edge, and further said curvatures of said horizontal curved surfaces are calculated through the following Equation 1 in respective each positions (x1, x2 . . . xn-1, xn) provided in a horizontal direction; and wherein the vertical curved surfaces of respective each positions (x1, x2 . . . xn-1, xn) have curvatures which are determined from Equation 2 of hyperbolic curves; wherein said Equation 1 is as follows;
##EQU4## where;
A1, A2, . . . An-1, An are arc asphericity factors representing asphericity at respective each positions (x1, x2 . . . xn-1, xn) provided in the horizontal direction,n is any integer, K=0, and C=1/r0, and wherein r0 represents a radius of curvature at a starting position of a gradual change in the gradually changing mirror section; wherein said Equation 2 is as follows;
space="preserve" listing-type="equation">x.sup.2 /a.sup.2 -y.sup.2 /b.sup.2=1
space="preserve" listing-type="equation">P(θ
)=P0+(tk·
T)+(dk·
D)
space="preserve" listing-type="equation">tk={P(θ
)-P0}·
T, in units of height,
space="preserve" listing-type="equation">dk={P(θ
)-P0 }·
D, in units of depth,where; tk is the height of an upper region above the line of the gradually changing mirror section, dk is the depth at the top of the gradually changing mirror section, T is the unit component in height, D is the unit component of depth, a is the distance in the x direction, b is the distance in the V direction, x and y are Cartasian coordinates, P(θ
) represents an optional position A on a curve extending in the lateral direction at the vertical middle portion of the gradually changing mirror section, andP0 represents the upper and lower ends of the gradually changing mirror section corresponding to the position A. - View Dependent Claims (2, 3)
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Specification
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- Resources
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Current AssigneeYugen-Kaish Ei Efu Shi Ceramic
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Original AssigneeYugen-Kaish Ei Efu Shi Ceramic
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InventorsKondo, Hiroshi, Yamada, Tomoyasu, Oota, Shinji, Kondo, Hiroyoshi, Oota, Harumasa
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Primary Examiner(s)Shafer, Ricky D.
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Application NumberUS08/768,671Time in Patent Office601 DaysField of Search359/838, 359/864, 359/866, 359/868, 359/872US Class Current359/864CPC Class CodesB60R 1/082 using a single wide field m...
