2014
DOI: 10.11591/telkomnika.v12i5.5124
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Cloth Simulation Based on Simplified Mass-Spring Model

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Cited by 4 publications
(9 citation statements)
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“…This model presumes that new node positions are generated due to the forces applied to mesh mass-points nodes, to guarantee the required balance among these mass nodes. This approach is common for many cloth animation contributions because meshes are easy to manipulate and efficient to describe deformations as described by Jiang Wang et al [9]. The interaction between fluid and cloth in real time also draw attention of researcher on studying these interacations [10].…”
Section: Related Workmentioning
confidence: 99%
“…This model presumes that new node positions are generated due to the forces applied to mesh mass-points nodes, to guarantee the required balance among these mass nodes. This approach is common for many cloth animation contributions because meshes are easy to manipulate and efficient to describe deformations as described by Jiang Wang et al [9]. The interaction between fluid and cloth in real time also draw attention of researcher on studying these interacations [10].…”
Section: Related Workmentioning
confidence: 99%
“…Comparing triangular to rectangular meshes makes clear that for each mass, there are less connected springs to triangular mesh, therefore; this mesh has the short computation as the rectangular mesh (Selle et al, 2009). 2.7 Simplified mesh Huang et al (2014) simplified the Provot's model to improve the efficiency of computing. Results of Huang's study showed that it does not affect the model significantly whether it is with two shear springs or one shear spring, therefore; in this mesh, one of the shear springs is eliminated to simplify the model.…”
Section: Triangular Meshmentioning
confidence: 99%
“…where K is the spring stiffness coefficient, u i the unit vector, C the body center and a coefficient in (0, 1), Δl tot the volume differences per area unit and Δl i the length changes of spring ith (Zhengdong and Shuyuan, 2011). Vassilev (2000Vassilev ( , 2001, Provot (1995), Louchet et al (1995), , Vassilev and Spanlang (2000), Bayraktar et al (2007), Connor and Stevens (2003), Dochev and Vassilev (2003), Zhibin and Zhanli (2006), Haiyan and Zhaofeng (2008), Qing et al (2010), Liu et al (2012a, b), Fuhrmann et al (2003), Mesit et al (2007), Cho et al (2010), Rusinko and Swan (2012), Huang et al (2014), Zhang and Yuen (2001), Kang et al (2000), Smith (2011), Goldenthal (2010), Yang and Shang (2013)…”
Section: Internal Forcesmentioning
confidence: 99%
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