تخطي إلى التنقل الرئيسي
تخطي إلى البحث
تخطي إلى المحتوى الرئيسي
الصفحة الرئيسية
المساعدة والأسئلة الشائعة
English
עברית
العربية
الصفحة الرئيسية
الملفات الشخصية
الوحدات البحثية
نتاج البحث
الجوائز
أنشطة
البحث حسب الخبرة أو الاسم أو الانتماء
Application of Hilbert Analysis in Orthogonal Fourier Fringe-Projection to Improve Object Shape Reconstruction
Ori Izhak Rosenberg,
David Abookasis
Department of Electrical and Electronics Engineering
نتاج البحث
:
نشر في مجلة
›
مقالة
›
مراجعة النظراء
1
اقتباس (Scopus)
معاينة
بصمة
بصمة
أدرس بدقة موضوعات البحث “Application of Hilbert Analysis in Orthogonal Fourier Fringe-Projection to Improve Object Shape Reconstruction'. فهما يشكلان معًا بصمة فريدة.
فرز حسب
الوزن
أبجديًا
Keyphrases
Object Shape
100%
Fourier
100%
Fringe Projection
100%
Hilbert Analysis
100%
Shape Reconstruction
100%
Shape Recovery
50%
High Spatial Resolution
25%
Scattering Media
25%
Three-dimensional Object
25%
Robotics
25%
Medical Diagnostics
25%
Quality Control
25%
Highly Effective
25%
Hilbert Transform
25%
Computer Vision
25%
Three Dimensional Reconstruction
25%
Zero Order
25%
Object Visualization
25%
David Hilbert
25%
3D Measurement
25%
Quality of Vision
25%
Profilometry
25%
Deformed Fringe
25%
Processing Framework
25%
Projection Domain
25%
Order Component
25%
Fringe Pattern
25%
3D Visualization
25%
3D Surface Topography
25%
Fourier Projection
25%
Recovery-based
25%
Computer Science
Shape Recovery
100%
Scattering Medium
50%
Spatial Resolution
50%
Dimensional Surface
50%
Fringe Pattern
50%
Dimensional Object
50%
Three-Dimensional Reconstruction
50%
Hilbert Transform
50%
Computer Vision
50%
Earth and Planetary Sciences
Computer Vision
100%
Quality Control
100%
High Spatial Resolution
100%
Diffraction Pattern
100%
Dimensional Measurement
100%
Engineering
Object Shape
100%
Shape Reconstruction
100%
Scattering Medium
25%
Quality Control
25%
Spatial Resolution
25%
Dimensional Surface
25%
Three-Dimensional Reconstruction
25%
Surface Topography
25%
Component Lead
25%
Three-dimensional Visualization
25%
Physics
Three-Dimensional Reconstruction
100%
Diffraction Pattern
100%
Dimensional Measurement
100%
Agricultural and Biological Sciences
Computer Vision
100%