Technische Universität Darmstadt is a prestigious public university established in 1877 in Germany. It is represented by 1,138 scientists in the AD Scientific Index. The university’s scientists are particularly concentrated in Engineering & Technology (283 scientists), Natural Sciences (116 scientists), and Social Sciences and Humanities (70 scientists).

* Total H Index Rankings
Ranking Based On Selection: 1
Mehmet Ozcan
EU refugee and migration law and politics
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
18
7
0.389
* Total H Index Rankings
Ranking Based On Selection: 2
Michael Lang
Biomedical Signal Processing
Singular Spectrum Analysis
Change-Point Detection
Heart Rate Variability
Information Technology Law
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
4
3
0.750
* Total H Index Rankings
Ranking Based On Selection: 3
Mahdi Ghafouri Nam Ghafourinam
Solid Mechanics
Hygrothermomechanical Loads
Thick-walled FGM
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
1
1
1.000
* Total H Index Rankings
Ranking Based On Selection: 4
Neelabja Chatterjee
Partial Differential Equation
Conservation Law
Numerical Analysis
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
1
1
1.000
* Total H Index Rankings
Rankings
Ranking Based On Selection: 1
Mehmet Ozcan
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
18
7
0.389
EU refugee and migration law and politics
* Total H Index Rankings
Rankings
Ranking Based On Selection: 2
Michael Lang
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
4
3
0.750
Biomedical Signal Processing
Singular Spectrum Analysis
Change-Point Detection
Heart Rate Variability
Information Technology Law
* Total H Index Rankings
Rankings
Ranking Based On Selection: 3
Mahdi Ghafouri Nam Ghafourinam
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
1
1
1.000
Solid Mechanics
Hygrothermomechanical Loads
Thick-walled FGM
* Total H Index Rankings
Rankings
Ranking Based On Selection: 4
Neelabja Chatterjee
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
1
1
1.000
Partial Differential Equation
Conservation Law
Numerical Analysis