A MODEL-BASED APPROACH TO INTRAOPERATIVE GUIDANCE OF FLEXIBLE ENDOSCOPY
Thursday 18 Dez. 2003, 12-1pm, (MI 02.13.010)
invited talk by:
Markus Kukuk, PhD
Siemens Medical Solutions
Stanford University Medical Center
Department of Radiology
A Model-Based Approach to Intraoperative Guidance of Flexible Endoscopy
Endoscopy is a minimally-invasive, medical procedure, where a physician uses an optical
instrument called an “endoscope'' to obtain a magnified view of the
inner surface of hollow organs and to access the tissue through
surgical tools. An endoscope is a flexible tube, which is inserted
into the body through either natural body openings or small
incisions. Flexible endoscopy often results in a better outcome for
the patient as opposed to open surgery. However, this technique also
presents increased challenges to the physician and therefore often
necessitates intraoperative guidance.
This dissertation presents a new approach to the intraoperative
guidance of flexible endoscopy. It proposes to calculate a patient
specific “protocol'' prior to the intervention to achieve a
sensor-less guidance during the procedure. This protocol prescribes
in detail how to handle the endoscope and tools in order to
successfully perform an endoscopic procedure. During the
intervention, the physician executes the protocol, by setting
endoscope and tools to the prescribed configuration.
The calculation of the protocol is based on three components: (1) A
3D model of the target anatomy derived from a CT/MRI scan of the
patient, (2) a deformable model representing the endoscope and (3) a
virtual endoscopy system. These components are combined to simulate
an endoscopic procedures and to estimate a set of endoscope
parameters. This general approach is implemented and validated for an endoscopic
procedure called “Transbronchial Needle Aspiration'' (TBNA), which
involves the “blind'' placement of a needle into a target. Based on
a set of candidate shapes for the real endoscope obtained from the
endoscope model, an “optimal'' needle placement strategy is
presented that maximizes the probability of success for TBNAs.