不同剂量瑞芬太尼复合靶控输注异丙酚对心脏瓣膜置换术病人气管插管时血液动力学反应的影响

目的 评价不同剂量瑞芬太尼复合靶控输注(TCI)异丙酚对心脏瓣膜置换术病人气管插管时血液动力学反应的影响.方法 拟行心脏瓣膜置换术的风湿性心脏病病人30例,随机分为3组(n=10):芬太尼组(Ⅰ组)、小剂量瑞芬太尼组(Ⅱ组)和大剂量瑞芬太尼组(Ⅲ组).麻醉诱导:Ⅰ组静脉注射芬太尼10 μg/kg,然后持续静脉输注芬太尼10 μg·kg-1·h-1;Ⅱ组和Ⅲ组静脉注射瑞芬太尼1μg/kg,然后分别持续静脉输注瑞芬太尼0.5、1.0 μg·kg-1·min-1.3组静脉注射芬太尼或瑞芬太尼后3min开始TCI异丙酚,初始血浆靶浓度为1.0 μg/ml,逐渐递增至2.0 μg/ml.静脉注射罗库溴铵0.6 mg/kg后气管插管.分别在麻醉诱导前(T0)、诱导期间血压最低值时(T1)、插管前即刻(T2)、插管后1 min(T3)、插管后2 min(T4)及插管后5 min(T5)时记录心率(HR)、平均动脉压(MAP)、中心静脉压(CVP)、肺毛细血管楔压(PCWP)、心脏指数(CI)、外周血管阻力指数(SVRI)及左室每搏功指数(LVSWI),并于上述时点测定混合静脉血氧饱和度(S(v)O2).记录诱导期间低血压及气管插管心血管反应的发生情况.结果 3组间麻醉诱导期间低血压及气管插管心血管反应的发生率差异无统计学意义(P＞0.05).与T0比较,各组T1,2时HR和MAP均降低,Ⅱ组T3时HR和MAP升高,Ⅲ组T4时MAP降低,Ⅰ组和Ⅱ组T2-4时S(v)O2升高(P＜0.05);3组间各时点CVP、PCWP、CI、LVSWI和S(v)O2差异无统计学意义(P＞0.05).结论 复合TCI异丙酚(血浆靶浓度2.0 μg/ml)时,静脉注射瑞芬太尼1 μg/kg负荷剂量后,持续静脉输注0.5 μg·kg-1·min-1麻醉诱导时血压和HR下降适度,可较好地抑制心脏瓣膜置换术病人气管插管时血液动力学反应.     

Cerebellar connections with the motor cortex and the arcuate premotor area: an analysis employing retrograde transneuronal transport of WGA-HRP

We have employed transneuronal transport to examine the anatomical relationships between the deep cerebellar nuclei and 2 cortical motor areas: the primary motor cortex and the arcuate premotor area (APA). In the same animals, we have also examined the patterns of labeling in the thalamus and the red nucleus to provide evidence for the potential routes of transneuronal transport to the cerebellum. When the appropriate technical procedures were employed, cortical injections of wheat germ agglutinin conjugated to horseradish peroxidase (WGA-HRP) resulted in transneuronal labeling within portions of the contralateral deep cerebellar nuclei. Injections into the primary motor cortex labeled neurons in the dentate and in the 2 subdivisions of the interpositus. Injections into the APA labeled neurons in the dentate and in only the posterior subdivision of the interpositus. In most instances, dentate neurons were more intensely labeled following the cortical injections than interpositus neurons. The transneuronal labeling observed in the dentate nucleus was topographically organized. The dentate region that was labeled following injections into the "arm area" of the APA was caudal and ventral to the dentate region that was labeled following injections into the "arm area" of the primary motor cortex. This observation provides evidence for two "arm areas" in the dentate: one anatomically related to the APA, and the other related to the primary motor cortex. More than one route of transport may be responsible for the labeling of cerebellar neurons. We propose that the labeling observed in the dentate nucleus reflects the pattern of connections in the cerebellothalamocortical pathways that link the dentate with the cerebral cortex. Thus, our observations support the concept proposed by Schell and Strick (J. Neurosci. 4:539-560, '84)--that the cortical targets of the dentate nucleus include both the primary motor cortex and the APA.     

Chronic Cocaine Injections Attenuate Behavioral Response of κ-Opioid Receptors to U-50,488H Agonist

Chronic injections of cocaine (20 mg/kg daily for 10 days) increase activity and decrease anxiety in male C57Bl/6j mice in comparison with animals chronically injected with normal saline. U-50,488H (κ-opioid receptor agonist; 2.5 mg/kg) produced an anxiolytic effect in animals preinjected with normal saline and had no effect in animals chronically injected with cocaine. Presumably, chronic activation of dopaminergic systems caused by cocaine injections is paralleled by desensitization of k-opioid receptor system. __________ Translated from Byulleten' Eksperimental'noi Biologii i Meditsiny, Vol. 140, No. 9, pp. 305–307, September, 2005     

ACE Genotype May Have an Effect on Single versus Multiple Set Preferences in Strength Training

A polymorphic variant of the human angiotensin converting enzyme (ACE) gene was identified. The 'D' (rather than 'I') variant was associated with improvements in strength related to physical training. We set out to determine whether the response to different patterns of strength training might also differ. Ninty-nine Caucasian male non-elite athletes were randomly allocated into one of three groups: 31 non-training/control (CG: 31), single-set (SSG: 35) and multiple-set (MSG: 33). SSG and MSG trained three times a week for 6 weeks. Both training groups were underwent a strength-training program with two mesocycles (12-15 repetition maximum (RM) and 8-12 RM mesocycles). One RM loads in half squat and bench press were assessed before training and after the first and second mesocycles. ACE polymorphisms analysed by polymerase chain reaction (PCR) methods. Subjects with ACE II genotype in the MST group had improved strength development in 12-15 RM, while SST and MST groups had similar gains in 8-12 RM. Subjects with ACE DD genotype in both the SSG and the MSG had similar benefits from both 12-15 RM and 8-12 RM. Strength gains for subjects with ACE ID genotype in the SSG were similar to MSG gains in response to 8-12 RM loads but not with 12-15 RM loads. Additionally, subjects with DD genotype had superior strength gains in both strength training groups. Tailoring strength training programmes (single-set vs. multiple set) according to the athlete's ACE genotype may be advantageous.     

Two Methods for Identifying Wiener Cascades Having Noninvertible Static Nonlinearities

Two methods are proposed for identifying the component elements of a Wiener cascade that is comprised of a dynamic linear element (L) followed by a static nonlinearity (N). Both methods avoid potential problems of instability in a procedure presented by Paulin [M. G. Paulin, Biol. Cybern. 69: 67–76, 1993], which itself is a modification of a method described earlier by Hunter and Korenberg [I. W. Hunter and M. J. Korenberg, Biol. Cybern. 55: 135–144, 1996]. The latter method is a rapidly convergent iterative procedure that produces accurate estimates of the L and N elements from short data records, provided that the static nonlinearity N is invertible. Subsequently, Paulin introduced a modification that removed this limitation and enabled identification of Wiener cascades with nonmonotonic static nonlinearities. However, Paulin presented his modification employing an autoregressive moving average (ARMA) model representation for the dynamic linear element. To remove the possibility that the estimated ARMA model could be unstable, we recast the procedure by utilizing instead a rapid method for finding an impulse response representation for the dynamic linear element. However, in this form the procedure did not have good convergence properties, so we introduced two key ideas, both of which provide effective alternatives for identifying Wiener cascades whether or not the static nonlinearities therein are invertible. The new procedures are illustrated on challenging examples involving high-degree polynomial static nonlinearities, of odd or even symmetry, a high-pass linear element, and output noise corruption of 50%. © 1999 Biomedical Engineering Society. PAC99: 8710+e, 0210Nj, 0250-r     

Avoidance conditioning in rats following changes in activity of the noradrenergic and cholinergic systems of the brain

Bilateral coagulation of the ventral noradrenergic pathways of the brain in male rats of the Wistar strain disrupted the conditioned passive avoidance response after unconditioned stimulation with a current of 0.75 mA. Injecting 10 mg/kg galantamine into these rats 20 min before training and increasing the unconditioned stimulus to 3 mA improved subsequent avoidance responses. Injecting galantamine under analogous conditions into normal rats impaired this reaction. Disruption of the conditioned avoidance response following the operation may be due to a change in the intracentral interrelation of the noradrenergic and cholinergic systems of the brain.Translated from Fiziologicheskii Zhurnal SSSR imeni I. M. Sechenova, Vol. 68, No. 3, pp. 297–302, March, 1982.     

Fractal system — A time domain approach

A method to analyze the fractal system in the time domain is presented so that the dynamic behavior of the system can be studied. The fractal system is represented by a set of linear time-varying differential equations whose order depends on the order of the system under non-fractal condition. Four different types of fractal system are considered and their solutions in the time domain are presented. These analyses show that the fractal system is dynamically more stable with smooth changes of magnitude and less oscillatory than the non-fractal system. Examples of the physiological system of the conduction pathways in the heart and also the polarization phenomena of noble metal are presented to illustrate the phonomena.