Add to ORKGThe parameter-free , local effects theory of Scholz and Kraft is an extension to mammalian cells of the theory of RBE for dry enzymes and viruses of Butts and Katz. Its claim for parameter freedom has been challenged elsewhere. Here we examine its conceptual base and find errors in its use of the physical concept of cross section and its neglect of the radiobiological relationship between target size and radio-sensitivity in evaluating the radiation damage to point targets
The average or amorphous track model uses the response of a system to gamma-rays and the radial dist...
A new expression for the radial dose distribution, tested against available data, and yielding good ...
The track structure model of heavy ion cross sections was developed by Katz and co-workers in the 19...
The parameter-free , local effects theory of Scholz and Kraft is an extension to mammalian cells ...
The authors are generous in observing that the high degree of success achieved by (Katz\u27s δ-ray...
To test radiobiological models one needs data from X- or γ-ray and HZE track segment irradiations of...
Studies of the structure of particle tracks have led to models of track effects based on radial dose...
A model of the formation of particle tracks in emulsion has been extended through the use of biologi...
Measured cross sections after heavy ion bombardment, for both single and double strand breaks of SV-...
It has long been suggested that inactivation severely effects the probability of mutation by heavy i...
Radiation effects induced by heavy ions in many materials with diverse end points are well described...
In the track structure model, the inactivation cross section is found by summing an inactivation pro...
It has long been suggested that inactivation severely effects the probability of mutation by heavy i...
Radiation detection and damage data from several physical, chemical, and biological systems have bee...
Many condensed matter dosimeters and detectors respond to the perspectives of track physics, a param...
The average or amorphous track model uses the response of a system to gamma-rays and the radial dist...
A new expression for the radial dose distribution, tested against available data, and yielding good ...
The track structure model of heavy ion cross sections was developed by Katz and co-workers in the 19...
The parameter-free , local effects theory of Scholz and Kraft is an extension to mammalian cells ...
The authors are generous in observing that the high degree of success achieved by (Katz\u27s δ-ray...
To test radiobiological models one needs data from X- or γ-ray and HZE track segment irradiations of...
Studies of the structure of particle tracks have led to models of track effects based on radial dose...
A model of the formation of particle tracks in emulsion has been extended through the use of biologi...
Measured cross sections after heavy ion bombardment, for both single and double strand breaks of SV-...
It has long been suggested that inactivation severely effects the probability of mutation by heavy i...
Radiation effects induced by heavy ions in many materials with diverse end points are well described...
In the track structure model, the inactivation cross section is found by summing an inactivation pro...
It has long been suggested that inactivation severely effects the probability of mutation by heavy i...
Radiation detection and damage data from several physical, chemical, and biological systems have bee...
Many condensed matter dosimeters and detectors respond to the perspectives of track physics, a param...
The average or amorphous track model uses the response of a system to gamma-rays and the radial dist...
A new expression for the radial dose distribution, tested against available data, and yielding good ...
The track structure model of heavy ion cross sections was developed by Katz and co-workers in the 19...