Swaha Full Movie With English Subtitles Online Download
Katerine Aldrige
as such, tasting during preparation or eating the food before offering it to god is strictly forbidden. again this is science. the jataraagni in us will get quenched when we taste even a tiny qty & your hunger & digestive system will get confused. hence tasting is never done while preparing.
so, according to ritual, the food is first placed before a deity and specific naivedhya mantras are offered with accompanying rituals. afterwards, the food is considered as having been blessed and has officially become the blessed prasadh. so, we end up eating prasadh not the normal food that we had cooked. the food gets cleansed in this ritual and does good to us when we eat.
ok.. so, the naivedhya mantra is specifically about pranamaya kosha. look, how smartly they have connected the food that we consume as symbolism & showed us as the source of energy. hmm.. okay we know this sheath is composed of prana, the vital life energy which organises the body parts and provides movement for mental and physical expression
om apanaya swaha - apana governs the abdomen, below the navel region, and provides energy for the large intestine, kidneys, anus and genitals. it is concerned with the expulsion of waste from the body and is the force which expels the breath
om vyanaya swaha - vyana pervades the whole body, regulating and controlling all movement, and coordinating the other pranas. it acts as the reserve force for the other pranas,
om udanaya swaha - udana governs the neck and head, activating all the sensory receptors such as the eyes, tongue, nose and ears. u dana also harmonizes and activates the limbs and all their associated muscles, ligaments, nerves and joints. it is responsible for the erect posture of the body, sensory awareness, and the ability to respond to the outside world
om samanaya swaha - samana is located between the heart and the navel. it activates and controls the digestive system: the liver, intestines, pancreas and stomach, and their secretions. samana is responsible for transformation. on a physical level this relates to the assimilation and distribution of nutrients. on an evolutionary level it relates to kundalini and expansion of consciousness
means
i offer this food to prana, so that it does good to my respiratory system
i offer this food to apana, so that it does good to my excretory system
i offer this food to vyana, so that it does good to my circulatory system
i offer this food to udana, so that it does good to my sensory system
i offer this food to samana, so that it does good to my digestive system
yes, the actual complete naivedhya mantra is longer and those mantras are also pure science & nothing religious. those mantras also talk only about how the ladle, cookware, fire used to cook, literally everything is part of the creation & we are offering back everything to the creator before we consume to express our gratitude & the food does good to us.
Very informative article. I have seen my father doing naivedya using the mudras & the mantras. But never knew the science behind it. As you said, we have a lot to learn from our Vedas. Thanks for sharing such awesome information. Keep sharing such articles.
Following is a complete list of doctoral graduates of the Department of Computer Science, with their dissertation titles. Graduates of other departments or schools, whose primary adviser was a member of the Department of Computer Science, are also listed.
UNC Libraries: Except where noted, all of the dissertations listed here are available from the libraries at UNC-Chapel Hill. Those from the most recent year will not immediately be available, however.
See-through near-eye displays with the form factor and field of view of eyeglasses are a natural choice for augmented reality systems: the non-encumbering size enables casual and extended use and large field of view enables general-purpose spatially registered applications. However, designing displays with these attributes is currently an open problem. Support for enhanced realism through mutual occlusion and the focal depth cues is also not found in eyeglasses-like displays.
This dissertation provides a new strategy for eyeglasses-like displays that follows the principles of computational displays, devices that rely on software as a fundamental part of image formation. Such devices allow more hardware simplicity and flexibility, showing greater promise of meeting form factor and field-of-view goals while enhancing realism. This computational approach is realized in two novel and complementary see-through near-eye display designs. The first subtractive approach filters omnidirectional light through a set of optimized patterns displayed on a stack of spatial light modulators, reproducing a light field corresponding to in-focus imagery. The design is thin and scales to wide fields of view; see-through operation is achieved with transparent components placed directly in front of the eye. Preliminary support for focal cues and environment occlusion is also demonstrated. The second additive approach uses structured point light illumination to form an image with a near minimal set of rays. Each of an array of defocused point light sources is modulated by a region of a spatial light modulator, essentially encoding an image in the focal blur. See-through operation is also achieved with transparent components, and thin form factors and wide fields of view >100 degrees are demonstrated.
The designs are examined in theoretical terms, in simulation, and through prototype hardware with public demonstrations. This analysis shows that the proposed computational near-eye display designs offer a significantly different set of trade-offs than conventional optical designs. Several challenges remain to make the designs practical, most notably addressing diffraction limits.
Arguably the most vexing problem remaining for planar multi-projector displays is that of color seamlessness between and within projectors. While researchers have explored approaches that strive for strict color uniformity, this goal typically results in severely compressed dynamic range and generally poor image quality. In this dissertation, I introduce the emineoptic function that models the color variations in multi-projector displays. I also introduce a general goal of color seamlessness that seeks to balance perceptual uniformity and display quality. These two provide a comprehensive generalized framework to study and solve for color variation in multi-projector displays. For current displays, usually built with same model projectors, the variation in chrominance (hue) is significantly less than in luminance (brightness). Further, humans are at least an order of magnitude more sensitive to variations in luminance than in chrominance. So, using this framework of the emineoptic function I develop a new approach to solve the restricted problem of luminance variation across multi projector displays. My approach reconstructs the emineoptic function efficiently and modifies it based on a perception-driven goal for luminance seamlessness. Finally I use the graphics hardware to reproject the modified function at interactive rates by manipulating only the projector inputs. This method has been successfully demonstrated on three different displays made of 5 x 3 array of fifteen projectors, 3 x 2 array of six projectors and 2 x 2 array of four projectors at the Argonne National Laboratory. My approach is efficient, accurate, automatic and scalable, requiring only a digital camera and a photometer. To the best of my knowledge, this is the first approach and system that addresses the luminance problem in such a comprehensive fashion and generates truly seamless displays with high dynamic range.
I present time-varying Reeb graphs as a topological framework to support the analysis of continuous time-varying data. Such data is captured in many studies, including computational fluid dynamics, oceanography, medical imaging, and climate modeling, by measuring physical processes over time, or by modeling and simulating them on a computer. Analysis tools are applied to these data sets by scientists and engineers who seek to understand the underlying physical processes. A popular tool for analyzing scientific datasets is level sets, which are the points in space with a fixed data value s. Displaying level sets allows the user to study their geometry, their topological features such as connected components, handles, and voids, and to study the evolution of these features for varying s. For static data, the Reeb graph encodes the evolution of topological features and compactly represents topological information of all level sets. The Reeb graph essentially contracts each level set component to a point. It can be computed efficiently, and it has several uses: as a succinct summary of the data, as an interface to select meaningful level sets, as a data structure to accelerate level set extraction, and as a guide to remove noise. I extend these uses of Reeb graphs to time-varying data. I characterize the changes to Reeb graphs over time, and develop an algorithm that can maintain a Reeb graph data structure by tracking these changes over time. I store this sequence of Reeb graphs compactly, and call it a time-varying Reeb graph. I augment the time-varying Reeb graph with information that records the topology of level sets of all level values at all times, that maintains the correspondence of level set components over time, and that accelerates the extraction of level sets for a chosen level value and time. Scientific data sampled in space-time must be extended everywhere in this domain using an interpolant. A poor choice of interpolant can create degeneracies that are dicult to resolve, making construction of time-varying eeb graphs impractical. I investigate piecewise-linear, piecewise-trilinear, and piecewise-prismatic interpolants, and conclude that piecewise-prismatic is the best choice for computing time-varying Reeb graphs. Large Reeb graphs must be simplified for an effective presentation in a visualization system. I extend an algorithm for simplifying static Reeb graphs to compute simplifications of time-varying Reeb graphs as a first step towards building a visualization system to support the analysis of time-varying data.
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