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1.
Ann Gastroenterol Hepatol (Paris) ; 23(5): 257-60, 1987 Oct.
Artigo em Francês | MEDLINE | ID: mdl-3314660

RESUMO

In this paper, the authors discuss an occurrence of hepatic sarcoidosis in a female patient from the French Antilles which was unique in how it was detected (during cholecystectomy), its presence in two organs (bronchus and liver) as evidenced histologically, as well as marked immunological disorders and disturbances of liver function tests. With corticosteroid therapy, the liver function tests were normalized, but histological lesions persisted.


Assuntos
Hepatopatias/patologia , Sarcoidose/patologia , Colecistectomia , Feminino , Humanos , Hepatopatias/complicações , Hepatopatias/tratamento farmacológico , Pessoa de Meia-Idade , Prednisolona/uso terapêutico , Sarcoidose/complicações , Sarcoidose/tratamento farmacológico , Cálculos da Bexiga Urinária/complicações , Cálculos da Bexiga Urinária/cirurgia
2.
J Acoust Soc Am ; 79(4): 895-900, 1986 Apr.
Artigo em Inglês | MEDLINE | ID: mdl-3517102

RESUMO

Conditions for writing wave equations in linear viscoelastic materials are investigated. The study is restricted to the infinitesimal theory and an application is suggested in modeling ultrasound propagation in soft biological tissues. First, a general wave equation is obtained for the displacement field in an inhomogeneous medium. Second, the propagation of "the mean principal stress" (i.e., minus the arithmetical mean of the principal stresses) is examined. That quantity is particularly relevant when the force per unit area is detected at the surface of a nondissipative coupling medium. If the material is homogeneous, a wave equation is always obtained for the mean principal stress. Otherwise, supplementary conditions have to be assumed on the material and possibly on the motion. Results are illustrated by examples which present linearly elastic perfect fluids and linearly elastic Newtonian viscous fluids as particular viscoelastic materials.


Assuntos
Ultrassonografia/métodos , Abdome/patologia , Acústica , Elasticidade , Humanos , Matemática , Viscosidade
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