activity
20152023
most citedImproving Magnetic Resonance Imaging with Smart and Thin Metasurfaces

62 citations · 127 across the 10 of their papers we have counts for

collaborators

10 papers

gr-qc2023★ 1 cited

General Relativistic Chronometry with Clocks on Ground and in Space

Dennis Philipp, Eva Hackmann, Jan P. Hackstein +1

One of the main tasks of geodesy is to determine the gravity field of the Earth from measurements performed on ground and in space. High-precision clock comparison has the potentia…

physics.med-ph2021★ 62 cited

Improving Magnetic Resonance Imaging with Smart and Thin Metasurfaces

Endri Stoja, Simon Konstandin, Dennis Philipp +6

Over almost five decades of development and improvement, Magnetic Resonance Imaging (MRI) has become a rich and powerful, non-invasive technique in medical imaging, yet not reachin…

gr-qc2019★ 11 cited

The Relativistic Geoid: Gravity Potential and Relativistic Effects

Dennis Philipp, Eva Hackmann, Claus Lämmerzahl +1

The Earth's geoid is one of the most essential and fundamental concepts to provide a gravity field-related height reference in geodesy and associated sciences. To keep up with the…

gr-qc2017★ 1 cited

Redshift and frequency comparison in Schwarzschild spacetime

Dennis Philipp, Eva Hackmann, Claus Laemmerzahl

We derive exact expressions for the relativistic redshift between an Earth-bound observer, that is meant to model a standard clock on the Earth's surface, and various (geodesic) ob…

gr-qc2017★ 10 cited

Modeling approaches for precise relativistic orbits: Analytical, Lie-series, and pN approximation

Dennis Philipp, Florian Wöske, Liliane Biskupek +5

Accurate orbit modeling plays a key role in contemporary and future space missions such as GRACE and its successor GRACE-FO, GNSS, and altimetry missions. To fully exploit the tech…

gr-qc2017★ 14 cited

Definition of the relativistic geoid in terms of isochronometric surfaces

Dennis Philipp, Volker Perlick, Dirk Puetzfeld +2

We present a definition of the geoid that is based on the formalism of general relativity without approximations; i.e. it allows for arbitrarily strong gravitational fields. For th…