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Journal of Jet Propulsion最新文献

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Estimation of Turbulent Heat Transfer at the Sonic Point of a Blunt-Nosed Body 钝鼻体声波点紊流换热的估计
Pub Date : 1958-08-01 DOI: 10.2514/8.7381
M. Sibulkin
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引用次数: 2
Observations Made During Manhigh II Flight 在曼哈伊二号飞行期间的观测
Pub Date : 1958-08-01 DOI: 10.2514/8.7374
D. G. Simons
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引用次数: 1
Optimum Rocket Trajectories With Aerodynamic Drag 具有气动阻力的最佳火箭轨迹
Pub Date : 1958-07-01 DOI: 10.2514/8.7355
A. Bryson, S. Ross
To the extent t h a t one is able to make rough estimates of velocity losses due to gravity, drag and turning, these losses can be included as modifications of the required V in Equat ion [5], and the corrections will be reflected in the determination of the IJLJ. The resulting improvement is, of course, no bet ter than the estimates of the losses; hence this method is not a substitute for accurate calculations with a high-speed digital computer. Instead, it has proved to be a valuable auxiliary, in providing very good slide-rule designs, thereby materially
在我们能够粗略估计重力、阻力和转弯的速度损失的情况下,这些损失可以作为对式[5]中所需V的修正,这些修正将反映在IJLJ的确定中。当然,由此带来的改善并不比估计的损失要好;因此,这种方法不能代替高速数字计算机的精确计算。相反,它已被证明是一个有价值的辅助,在提供非常好的计算尺设计,从而物质
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引用次数: 30
Solutions to Stoolman's External Diffusion Equation for Instability of a Normal Shock Inlet Diffuser 正常激波进口扩压器不稳定性的Stoolman外扩散方程解
Pub Date : 1958-07-01 DOI: 10.2514/8.7350
Chieh‐Chien Chang, C. Hsu
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引用次数: 2
The Optimization of the N-Step Rocket With Different Construction Parameters and Propellant Specific Impulses in Each Stage 不同结构参数和不同推进剂比冲n级火箭的优化设计
Pub Date : 1958-07-01 DOI: 10.2514/8.7352
M. Subotowicz
I t is shown in the above analysis t ha t the acoustic impedance is always a negative quant i ty . In other words, the amplitude of the reflected wave from the shock is always damped. Since the inlet is the only mechanism responsible for the instabili ty of the diffuser (3), it is obvious tha t the flow is intrinsically stable without taking consideration of viscosity and unsteadiness. Fur ther work will be published to show t h a t the viscous dissipation is responsible for the instabili ty of supersonic inlet diffusers even in a quasi-steady analysis.
从上面的分析可以看出,声阻抗总是一个负的量。换句话说,来自冲击的反射波的振幅总是被阻尼的。由于进口是导致扩散器不稳定的唯一机制(3),因此很明显,不考虑粘度和不稳定性,流动本质上是稳定的。他们的工作将被发表,以证明即使在准稳定分析中,粘性耗散也是超音速进口扩散器不稳定的原因。
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引用次数: 19
The Trajectory of a Rocket With Thrust 有推力的火箭的轨道
Pub Date : 1958-07-01 DOI: 10.2514/8.7357
R. Struble, C. E. Stewart, James Granton
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引用次数: 2
On the Optimization of Multistage Rockets 多级火箭的优化研究
Pub Date : 1958-07-01 DOI: 10.2514/8.7353
H. Hall, E. Zambelli
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引用次数: 30
Recent Advances in Convective Heat Transfer With Dissociation and Atom Recombination 解离与原子复合对流换热研究进展
Pub Date : 1958-07-01 DOI: 10.2514/8.7346
D. E. Rosner
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引用次数: 23
Some Properties of a Simplified Model of Solid Propellant Burning 固体推进剂燃烧简化模型的一些性质
Pub Date : 1958-06-01 DOI: 10.2514/8.7327
L. Green
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引用次数: 20
Evidence for the Wrinkled Continuous Laminar Wave Concept of Turbulent Burning 紊流燃烧的皱折连续层流概念的证据
Pub Date : 1958-06-01 DOI: 10.2514/8.7328
J. Richmond
Several investigators have attempted to explain and evaluate turbulent burning rates by assuming the turbulent flame brush to be a zone traversed by a wrinkled continuous laminar flame front. Others have argued that the brush consists of a distributed reaction zone characterized by turbulent energy transport and diffusion of active species. A third point of view is that of visualizing the brush as a region containing disconnected flamelets of varying chemical composition. The purpose of the present paper is to state the case for the wrinkled wave concept and to place limits on the regime of its applicability. Experiments indicate that the distributed reaction zone model applies to conditions of incomplete burning within the flame brush. It is suggested that the transition from wrinkled wave to distributed reaction zone corresponds to the breakdown of full turbulent flames through the incidence of "holes." New photometric evidence is presented.
一些研究者试图解释和评估紊流燃烧速率,他们假设紊流火焰刷是由皱巴巴的连续层流火焰锋穿过的区域。另一些人认为,灌木丛由一个分布的反应区组成,其特征是活跃物种的湍流能量传递和扩散。第三种观点是把画笔想象成一个包含不同化学成分的不相连的小火焰的区域。本文的目的是陈述起皱波概念的情况,并对其适用范围加以限制。实验表明,该分布反应区模型适用于火焰刷内不完全燃烧的情况。认为从皱波到分布反应区的转变对应于通过“孔”入射的完全湍流火焰的击穿。提出了新的光度证据。
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引用次数: 8
期刊
Journal of Jet Propulsion
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