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A Model Of The Mechanics Of Binocular Alignment.

J. Miller, D. A. Robinson
Published 1984 · Computer Science, Medicine

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A computer model (SQUINT) of the static mechanics of human eyes is developed and applied to the diagnosis and treatment of defects of binocular alignment (strabismus). Brief discussions of ocular anatomy, binocular vision, strabismus and its surgical correction, and early strabismus modeling are provided for nonspecialists in these areas. Models of muscle force, muscle path, globe translation, and binocularity are developed. To illustrate the use of the model in clinical cases, it is applied to the diagnosis and surgical treatment of a case of superior oblique palsy. The model's implementation under the UNIX operating system is described.
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This paper is referenced by
10.1016/j.visres.2005.11.022
A finite-element analysis model of orbital biomechanics
S. Schutte (2006)
10.7282/T3MK6D2P
Biomechanical modeling and simulation of human eye movement
D. Pai (2010)
Title On the dynamics of the eye : geodesics on a configuration manifold , motions of the gaze direction and Helmholtz ’ s theorem Permalink
Novelia (2015)
10.1001/ARCHOPHT.124.8.1128
Hypertropia associated with superolateral translation of the superior rectus muscle pulley in unilateral coronal synostosis.
A. Weiss (2006)
10.1109/10.133203
Length-tension recording system for strabismus surgery
C. Collins (1991)
10.1016/S0039-6257(05)80055-4
Extraocular muscles: basic and clinical aspects of structure and function.
J. Porter (1995)
10.3109/09273979609087734
Robinson's Computerized Strabismus Model Comes of Age.
H. J. Simonsz (1996)
10.1109/TRO.2007.906270
Models for the Design of Bioinspired Robot Eyes
G. Cannata (2008)
10.1152/JN.00566.2001
Missing lateral rectus force and absence of medial rectus co-contraction in ocular convergence.
J. Miller (2002)
10.1007/BF03163229
Construction and application of an object-oriented computer model for simulating ocular positioning defects
M. Buchberger (2009)
10.1016/j.ophtha.2008.04.040
Magnetic resonance imaging of the functional anatomy of the inferior rectus muscle in superior oblique muscle palsy.
L. Jiang (2008)
10.1016/S0042-6989(01)00149-3
Plasticity of convergence-dependent variations of cyclovergence with vertical gaze
C. Schor (2001)
10.1167/IOVS.03-0464
Pivotal role of orbital connective tissues in binocular alignment and strabismus: the Friedenwald lecture.
J. Demer (2004)
Web-StrabNet : a web-based expert system for the differential diagnosis of vertical strabismus ( squint )
A. C. Fishera (2010)
10.1152/JN.1999.82.2.551
Proprioceptive and retinal afference modify postsaccadic ocular drift.
R. F. Lewis (1999)
10.1080/17486700903010157
Web-StrabNet: A Web-Based Expert System for the Differential Diagnosis of Vertical Strabismus (Squint)
A. Fisher (2010)
10.1167/iovs.13-13069
Crouzon syndrome: relationship of rectus muscle pulley location to pattern strabismus.
A. Weiss (2014)
10.1186/s12938-016-0280-0
The biomechanical significance of pulley on binocular vision
Hongmei Guo (2016)
10.1080/0065955X.1998.11982160
Role of Orbital Connective Tissue in the Pathogenesis of Strabismus
J. Demer (1998)
10.1152/JN.1994.72.5.2490
Rotational kinematics of the human vestibuloocular reflex. III. Listing's law.
H. Misslisch (1994)
10.1167/IOVS.07-0496
Sideslip of the medial rectus muscle during vertical eye rotation.
K. Lee (2007)
10.1109/ACCESS.2014.2315523
A Geometric Approach to Head/Eye Control
B. Ghosh (2014)
10.1007/S11071-015-1945-0
On the dynamics of the eye: geodesics on a configuration manifold, motions of the gaze direction and Helmholtz’s theorem
Alyssa Novelia (2015)
10.1007/978-3-642-11615-5_12
Biomechanical Simulation of Human Eye Movement
Q. Wei (2010)
An automated system of strabismus management. A direct approach using a "reverse" model.
D. Kault (1989)
10.1167/iovs.15-18718
Optic Nerve Sheath as a Novel Mechanical Load on the Globe in Ocular Duction
J. Demer (2016)
10.1007/S11433-013-5227-X
Using the traditional model to evaluate the active force of the human lateral rectus muscle
Zhipeng Gao (2014)
10.1016/S0042-6989(00)00211-X
A simple control law generates Listing's positions in a detailed model of the extraocular muscle system
J. Porrill (2000)
10.1111/j.1749-6632.2002.tb02828.x
Adaptive Control of Vergence in Humans
C. Schor (2002)
10.1016/j.jns.2008.11.021
The function of the extraocular muscles, the theory of the coplanarity of the fixation planes
R. Jampel (2009)
10.1038/eye.2016.274
Magnetic resonance imaging of the functional anatomy of the superior oblique muscle in patients with primary superior oblique overaction
Q. Gong (2017)
10.1109/ACC.2009.5160695
Human eye movement with and without the Listings constraint
B. Ghosh (2009)
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