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1.
J Theor Biol ; 553: 111246, 2022 11 21.
Article in English | MEDLINE | ID: mdl-36007551

ABSTRACT

Anti-angiogenic (AA) treatments have received significant research interest due to the key role of angiogenesis in cancer progression. AA agents can have a strong effect on cancer regression, by blocking new vessels and reducing the density of the existing vasculature. Moreover, in a process termed vascular normalisation, AA drugs can improve the abnormal structure and function of the tumour vasculature, enhancing the delivery of chemotherapeutics to the tumour site. Despite their promising potential, an improved understanding of AA treatments is necessary to optimise their administration as a monotherapy or in combination with other cancer treatments. In this work we present an in silico multiscale cancer model which is used to systematically interrogate the role of individual mechanisms of action of AA drugs in tumour regression. Focus is placed on the reduction of vascular density and on vascular normalisation through a parametric study, which are considered either as monotherapies or in combination with conventional/ metronomic chemotherapy. The model is specified to data from a mammary carcinoma xenograft in immunodeficient mice, to enhance the physiological relevance of model predictions. Our results suggest that conventional chemotherapy might be more beneficial when combined with AA treatments, hindering tumour growth without causing excessive damage on healthy tissue. Notably, metronomic chemotherapy has shown significant potential in stopping tumour growth with minimal toxicity, even as a monotherapy. Our findings underpin the potential of our in silico framework for non-invasive and cost-effective evaluation of treatment strategies, which can enhance our understanding of combined therapeutic strategies and contribute towards improving cancer treatment management.


Subject(s)
Antineoplastic Agents , Neoplasms , Angiogenesis Inhibitors/pharmacology , Angiogenesis Inhibitors/therapeutic use , Animals , Antineoplastic Agents/pharmacology , Heterografts , Humans , Mice , Models, Animal , Neoplasms/drug therapy , Neovascularization, Pathologic/drug therapy
2.
Biomed Instrum Technol ; 42(4): 318-25, 2008.
Article in English | MEDLINE | ID: mdl-18662072

ABSTRACT

Carbon dioxide (CO2) lasers have become one of the most common surgical lasers due to excellent tissue interaction properties that offer precise control of cutting and ablation depth, minimal thermal damage to surrounding tissue, and good hemostasis. However, realization of the benefits offered by using surgical CO2 lasers in many endoscopic, minimally invasive surgical procedures has been inhibited by the absence of reliable, flexible fiber laser beam delivery systems. Recently, novel hollow-core photonic bandgap optical fibers for CO2 lasers were developed that offer high flexibility and mechanical robustness with good optical performance under tight bends. These fibers can be used through rigid and flexible endoscopes and various handpieces and will allow surgeons to perform delicate and precise laser surgery procedures in a minimally invasive manner. This paper describes the basic design of laser beam delivery system, different surgical fiber designs and their characteristics, and usage with existing surgical CO2 laser models. A few examples of successful CO2 laser surgeries performed with these fibers are presented.


Subject(s)
Fiber Optic Technology/instrumentation , Lasers, Gas , Minimally Invasive Surgical Procedures/instrumentation , Transducers , Carbon Dioxide , Elasticity , Equipment Design , Equipment Failure Analysis , Miniaturization , Minimally Invasive Surgical Procedures/methods , Photons , Porosity
4.
Phys Rev E Stat Nonlin Soft Matter Phys ; 65(1 Pt 2): 015601, 2002 Jan.
Article in English | MEDLINE | ID: mdl-11800729

ABSTRACT

We calculate the growth rate of the small-amplitude perturbations superimposed on a one-dimensional soliton that is fully coherent in the self-trapping dimension, yet uniform and partially incoherent in the other transverse dimension. Such solitons become transversely stable only if the correlation distance is below a specific threshold value. We show that this threshold for transverse instability fully coincides with the threshold value for modulational instability.

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