Temporomandibular disorder (TMD) is not just one disorder, but a group of conditions, often painful, that affect the temporomandibular joint, and the muscles that control chewing. Many psychological and physical factors cause myofascial pain, internal derangement of the joint, degenerative joint diseases which ultimately leads to temporomandibular disorder. Scientists are exploring how behavioral, psychological and physical factors may combine to cause temporomandibular disorders and researchers are working to clarify temporomandibular disorders symptoms, with the goal of developing easier and better methods of diagnosis and improved treatment. In part 1 of this 2-part series on temporomandibular disorders, emphasis will be placed on the history and classification of temporomandibular disorders, structure and function of the temporomandibular joint (TMJ), and patient evaluation techniques.
From January 1995 to December 1996 patients with mitral stenosis underwent surgical valvotomy and another 50 had balloon mitral valvuloplasty. Balloon valvuloplasty was performed by the Inoue technique and surgical closed mitral valvotomy was carried out through a standard anterolateral thoracotomy with transventricular repeated Tubbs or finger dilatation. Functional status, left atrial mean transmitral gradient, mitral valve area, and left atrial size were recorded. No significant difference was found between the values of these parameters in the 2 groups of patients at the end of the study. consecutive patients with mitral stenosis who were suitable for either CMV or BMV were alternately assigned to one or other procedure. Echocardiography and cardiac Doppler studies were performed with a Sonos 1500 system (HewlettPackard, Rockville, MD, USA). The mitral valve orifice area was determined by the pressure half-time method on Doppler echocardiography. Fifty patients underwent CMV by standard transventricular Tubbs dilatation with or without finger dilatation and 50 had BMV by the Inoue balloon (Toray Medical, Tokyo, Japan) technique.Patients undergoing BMV were managed by cardiologists in the cardiac care unit and those undergoing CMV were managed in the postoperative intensive care unit. Postoperative echocardiography was performed on the 3rd post-procedure day, with follow-up echocardiography after 6 months and one year. On follow-up, the patients were also assessed for cardiac rhythm, New York Heart Association functional class, medication, and the presence or progression of the same or other valvular lesions. Results were compared by the Student t test.
Introduction: Conventional enteric coating is very challenging in soft gel capsules because of shell nature (smooth surfaces and elasticity). Soft gelatin capsules are highly sensitive to temperature, humidity and it can lose their tensile strength during the conventional coating process. Materials and Methods: Enteric soft gel capsules were prepared by addition of enteric polymer in the gelatin shell composition by inducing the cross linking of gelatin through chemical treatment. Results: This dual approach makes the soft gelatin capsules to resist the drug release in stomach and reliably release their contents in the intestine within a predetermined time without affecting the physical properties of soft gel capsules. Conclusions: Enteric effect of soft gel capsules are brought by a specialized synergetic technique which is unique for the molecules which need intestinal drug release.
<p>Impacts are prevalent in the solar system and have played a profound role in the evolution of the solar system bodies. The delivery of prebiotic compounds through impact events is thought to be a crucial step in developing habitable conditions on a planetary surface. Impact events are, therefore, significant in our understanding of the&#160;origins of life&#160;on Earth or elsewhere. Previous studies have reported the role of the impact process in the abiotic synthesis of building blocks of life, such as amino acids [1-3] and peptides [4, 5]. Here, we report the results of an experimental investigation simulating hypervelocity impacts in the laboratory on an icy mixture of amino acids. Various batches of amino acid mixtures within water ice targets, mimicking the icy bodies (140 K), were prepared and a spherical bullet of size 1 mm was fired at a speed of approximately 5 km s<sup>-1 </sup>using the light gas gun facility at the University of Kent [6]. Extremely high pressure of 10&#8217;s of gigapascals is achieved within a very short time scale as might be expected to be achieved under impact-induced shock conditions. After the impact, the ejected material from the target was collected and analyzed. When these ejecta was subjected to a Scanning Electron Microscope (SEM) analysis, it revealed ordered structures with interesting morphological features. A SEM micrograph of amino acid glutamine ejecta consisting of dendritic patterns is shown in Figure 1. LCMS analysis of ejecta residue shows that long polypeptide is synthesized as a result of impact.</p> <p><img src="data:image/jpeg;base64, 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