Study on force distribution of the tempered glass based on laser interference technology

He, Jie; Dong, Yi; Li, Shutao; Liu, Huilong; Yu, Yingjie; Jin, Guangyong; Liu, Lida

doi:10.1016/j.ijleo.2015.09.236

Cited by 15 publications

(5 citation statements)

References 12 publications

Supporting

Mentioning

Contrasting

Unclassified

Order By: Relevance

“…Bu tür basma gerilmeleri temperleme işlemi ile sağlanmaktadır. Temperlenmiş camlar günlük hayatımızda sıklıkla otomotiv ve inşaat endüstrisi gibi alanlarda yüksek güvenliliklerinden ötürü kullanılmaktadır [42]. Genellikle otomobillerin yan, arka ve tavan camları temperlidir.…”

Section: Temperli Camlarunclassified

Otomotiv Sektöründe Cam

Karadağ¹,

Vural²,

Karasu³

2019

El-Cezeri Fen Ve Mühendislik Dergisi

View full text Add to dashboard Cite

Otomotiv endüstrisi geçtiğimiz yüzyıl boyunca önemli ve kayda değer gelişim sergileyerek günümüzde insan hayatının en vazgeçilmez öğelerinden biri haline gelmiştir. Başlangıçta sürücü ve yolcuları dış ortamın etkilerinden korumak için kullanılan camın birçok araştırmanın konusu haline gelmesi ile özellikleri değiştirilmiş ve bu sayede uygulama alanları genişletilmiştir. Ayrıca, üretim teknolojilerinin de izin vermesi ile birlikte camsı karakterde farklı malzemeler de otomotiv endüstrisinin bileşenleri arasına girmiştir. Mevcut çalışmada camın ve camsı malzemelerin geçmişten bugüne otomotiv endüstrisindeki yeri incelenmiş, çeşitli uygulama ve geliştirme çalışmalarından örnekler sunulmuştur.

show abstract

Section: Temperli Camlarunclassified

Otomotiv Sektöründe Cam

Karadağ¹,

Vural²,

Karasu³

2019

El-Cezeri Fen Ve Mühendislik Dergisi

View full text Add to dashboard Cite

show abstract

“…The traditional Riemann-Liouville(RL) and Caputo fractional derivatives are obtained in special circumstances for λ = 0, and this new fractional operator depends on the parameter λ. Due to its use in physics, groundwater hydrology, poroelasticity, geophysical flow, finance [7,11,12,21,22,32], the tempered fractional derivative has recently gained popularity as a subject of study. In [40], Zaky studied the well-posedness of the solution to the following two-point nonlinear tempered fractional boundary value problem(TFBVP) e 0 D α,λ r ϖ(r) = ψ(r, ϖ(r)) r ∈ [0, s], α ∈ (0, 1), αϖ(0) + ße λs ϖ(s) = γ.…”

Section: Introductionmentioning

confidence: 99%

Infinite System of Nonlinear Tempered FractionalOrder BVPs in the Spaces of Tempered Sequences

NAGESWARARAO

Khuddush²,

Msmali

et al. 2023

Preprint

View full text Add to dashboard Cite

show abstract

“…The resulting fractional operator depends on a parameter α, and, in specific circumstances, the well-known Riemann-Liouville (RL) and Caputo fractional derivatives (FDs) are derived for α = 0. Due to its applications in groundwater hydrology [5,6], physics [7][8][9], geophysical flow [10], finance poroelasticity [11], etc., the tempered fractional derivative (TFD) has become a popular topic for research in recent years.…”

Section: Introductionmentioning

confidence: 99%

High-Order Chebyshev Pseudospectral Tempered Fractional Operational Matrices and Tempered Fractional Differential Problems

El-Abed,

Dahy,

El-Hawary

et al. 2023

Fractal Fract

View full text Add to dashboard Cite

This paper focuses on presenting an accurate, stable, efficient, and fast pseudospectral method to solve tempered fractional differential equations (TFDEs) in both spatial and temporal dimensions. We employ the Chebyshev interpolating polynomial for g at Gauss–Lobatto (GL) points in the range [−1,1] and any identically shifted range. The proposed method carries with it a recast of the TFDE into integration formulas to take advantage of the adaptation of the integral operators, hence avoiding the ill-conditioning and reduction in the convergence rate of integer differential operators. Via various tempered fractional differential applications, the present technique shows many advantages; for instance, spectral accuracy, a much higher rate of running, fewer computational hurdles and programming, calculating the tempered-derivative/integral of fractional order, and its spectral accuracy in comparison with other competitive numerical schemes. The study includes stability and convergence analyses and the elapsed times taken to construct the collocation matrices and obtain the numerical solutions, as well as a numerical examination of the produced condition number κ(A) of the resulting linear systems. The accuracy and efficiency of the proposed method are studied from the standpoint of the L2 and L∞-norms error and the fast rate of spectral convergence.

show abstract

Study on force distribution of the tempered glass based on laser interference technology

Cited by 15 publications

References 12 publications

Otomotiv Sektöründe Cam

Otomotiv Sektöründe Cam

Infinite System of Nonlinear Tempered FractionalOrder BVPs in the Spaces of Tempered Sequences

High-Order Chebyshev Pseudospectral Tempered Fractional Operational Matrices and Tempered Fractional Differential Problems

Contact Info

Product

Resources

About