Investigation of nose bluntness and angle of attack effects on slender bodies in viscous hypersonic flows

Hypersonic flows over cones and straight biconic configurations are calculated for a wide range of free stream conditions in which the gas behind the shock is treated as perfect. Effect of angle of attack and nose bluntness on these slender cones in air is studied extensively. The numerical procedures are based on the solution of complete Navier-Stokes equations at the nose section and parabolized Navier-Stokes equations further downstream. The flow field variables and surface quantities show significant differences when the angle of attack and nose bluntness are varied. The complete flow field is thoroughly analyzed with respect to velocity, temperature, pressure, and entropy profiles. The post shock flow field is studied in detail from the contour plots of Mach number, density, pressure, and temperature. The effect of nose bluntness for slender cones persists as far as 200 nose radii downstream

Design of a Modified Braking System Mechanism for Two Wheeler Vehicles to Increase Safety of the Rider

The present disclosure relates generally to a braking system for a two-wheeler vehicle that enables linkage between the front and rear brakes to help attain a safe braking ratio under all circumstances. In an aspect, the present disclosure provides a mechanical linkage between front and the rear brakes of a two-wheeler vehicle, wherein the linkage can be installed without removing any component of existing braking systems/architectures, and wherein the linkage can enable automatic application of brake on a second brake when brake is applied on a first brake. For instance, when front brake (for the front wheel, for instance) is applied, automatic and ideal proportional brake can be automatically applied to the rear brake (for the rear wheel, for instance), and vise versa

Identification of geospatial variability of fluoride contamination in ground water of Mathura District, Uttar Pradesh, India

Groundwater is one of the major sources of water in arid and semi-arid regions. Groundwater quality data and its spatial distribution are important for the purpose of planning and management. Geo-statistical methods are one of the most advanced techniques for interpolation of groundwater quality. In this study, kriging methods were used for predicting the spatial distribution of fluoride content in groundwater. Data were collected from 13 wells in Mathura district (Uttar Pradesh, India). After normalization of data, semivariogram was drawn, for selecting suitable model for fitness on experimental semivariogram, less residual sum of squares (RSS) value was used. Then fluoride endemic areas of the Mathura District (study area) were identified from developed semivariogram model and Geospatial variability (high and low fluoride containing areas) map was generated with the help of GeographicInformation System. In the analysis, spatial distribution characteristics and variation of fluoride concentration in shallow groundwater found to be 3.4 and 4.6 mg/l at Sahar, Shahpur were higher than the standard limits (1.5 mg/l) of drinking water and shows remarkable spatial variability

Using the Simplex Code to Construct Relative Difference Sets in 2-groups

Relative Difference Sets with the parameters (2a, 2b, 2a, 2a-b) have been constructed many ways (see [2], [3], [5], [6], and [7] for examples). This paper modifies an example found in [1] to construct a family of relative difference sets in 2-groups that gives examples for b = 2 and b = 3 that have a lower rank than previous examples. The Simplex code is used in the construction

Diagnosing Death with Diatoms: A Retrospective Study of Forensic Cases in Himachal Pradesh, India

Background: Diatoms found inside the body of a drowned victim may serve as corroborative evidence in the diagnosis of cause of death. Diatom has proved to be the only golden standard for diagnosis and confirmation of drowning deaths whether the drowning was ante-mortem or post-mortem.Methods: The study was based on the cases of death due to drowning received from three districts of Northern Range of Himachal Pradesh, India during the period of five years from Ist January, 2010 to 31st December, 2015 for diatom test. A total of 66 human cases were examined for detection of diatoms. The detailed information regarding cause of death, socio-demographic factors and other associated information was gathered. The acid digestion method accepted worldwide for diatom extraction was used.Results: Male victims predominated (75.75%). Most common affected age group was 21-40 years (53.02%). The youngest victim was a girl of 4 years age who drowned accidentally in a water tank, while the oldest victim being a 86 years old who fell accidently in a river. Married victims contributed to 33 (50.0%) and unmarried to 21 (31.81%). 13 (19.69%) drowning cases belonged to students followed by labourers (18.18%) and housewives (15.15%). The highest reported cases of drowning were from the rural areas (65.15%) followed by urban areas (16.66%). Majority (81.81%) of the victims drowned in fresh water. The incidences of drowning were more in water of natural flowing streams (khuds) (31.81%) followed by rivers (22.72%), nullahs/rivulets (12.12%), wells (9.09%), kuhls/water channels (7.57%), canals (6.06%), ponds (3.03%), water tanks (3.03%) and check dam, dam and waterfall in one each (4.54%) respectively. Accidental drowning was the most common cause of death (37.87%). Highest (51.51%) percentage of drowning cases was noticed during the months of monsoon/rainy season. Blood on mouth and nostrils was present in 14 (21.21%), froth from mouth, nose, larynx and trachea in 35 (53.03%) cases. Diatom-test was found positive in 62 (93.93%) cases. The results of the study revealed the occurrence of various varieties of diatoms in water bodies of northern region of Himachal Pradesh. The most common diatom genera detected were Navicula (86.36%).Conclusion: The study concluded that diatoms are amongst the important biological forensic evidences in diagnosing the cause and place of death due to drowning. Gender based examination revealed higher percentage of males involved in drowning fatalities and the accidental submersion was the commonest manner of death

Bounds on Cross-sections and Lifetimes for Dark Matter Annihilation and Decay into Charged Leptons from Gamma-ray Observations of Dwarf Galaxies

We provide conservative bounds on the dark matter cross-section and lifetime from final state radiation produced by annihilation or decay into charged leptons, either directly or via an intermediate particle $\phi$. Our analysis utilizes the experimental gamma-ray flux upper limits from four Milky Way dwarf satellites: HESS observations of Sagittarius and VERITAS observations of Draco, Ursa Minor, and Willman 1. Using 90% confidence level lower limits on the integrals over the dark matter distributions, we find that these constraints are largely unable to rule out dark matter annihilations or decays as an explanation of the PAMELA and ATIC/PPB-BETS excesses. However, if there is an additional Sommerfeld enhancement in dwarfs, which have a velocity dispersion ~10 to 20 times lower than that of the local Galactic halo, then the cross-sections for dark matter annihilating through $\phi$'s required to explain the excesses are very close to the cross-section upper bounds from Willman 1. Dark matter annihilation directly into $\tau$'s is also marginally ruled out by Willman 1 as an explanation of the excesses, and the required cross-section is only a factor of a few below the upper bound from Draco. Finally, we make predictions for the gamma-ray flux expected from the dwarf galaxy Segue 1 for the Fermi Gamma-ray Space Telescope. We find that for a sizeable fraction of the parameter space in which dark matter annihilation into charged leptons explains the PAMELA excess, Fermi has good prospects for detecting a gamma-ray signal from Segue 1 after one year of observation.Comment: 11 pages, 4 figures. References added. Final published versio

New Constructions of Menon Difference Sets

Menon difference sets have parameters (4N2, 2N2 − N, N2 − N). These have been constructed for N = 2a3b, 0 ⩽ a,b, but the only known constructions in abelian groups require that the Sylow 3-subgroup be elementary abelian (there are some nonabelian examples). This paper provides a construction of difference sets in higher exponent groups, and this provides new examples of perfect binary arrays