Atmosphere the Life a Report by Allah Dad Khan Former DG AGri KPKMr.Allah Dad Khan
The document is a report about the atmosphere and Earth written by Allah Dad Khan. It likely discusses the composition and importance of the atmosphere for life on Earth. The report aims to inform readers about how the atmosphere surrounds and protects the planet.
Atmosphere or ufo a response to the 1997 sse review panel report - by bruce...PublicLeaker
This document summarizes a radar and visual sighting of an unidentified flying object that was presented to a scientific review panel. The sighting involved a large disc-shaped object detected on radar for 50 seconds moving at speeds of 110-84 knots and then disappearing. While some panel members suggested atmospheric explanations could account for some radar cases, the document argues that a careful analysis of cases can provide evidence of unexplained phenomena. It presents the analysis of one case from Switzerland where a fast-moving object was tracked on radar along a straight downward path at nearly Mach 3, which could not be explained by atmospheric effects.
3d modeling of_gj1214b_atmosphere_formation_of_inhomogeneous_high_cloouds_and...Sérgio Sacani
Uma equipe de cientistas da Universidade de Washington e da Universidade de Toronto foram os primeiros a simular nuvens exóticas em 3D na atmosfera de um exoplaneta.
O objeto em questão, é o GJ 1214b, um exoplaneta chamado de mini-Netuno que foi descoberto, seis anos atrás pelos astrônomos no Harvard-Smithsonian Center for Astrophysics.
Também conhecido como Gliese 1214b, esse mundo tem cerca de 2.7 vezes o diâmetro da Terra e uma massa quase 7 vezes maior que a massa do nosso planeta. Ele está localizado a cerca de 52 anos-luz de distância na constelação de Ophiuchus.
O planeta orbita a estrela anã vermelha, GJ 1214, a cada 38 horas, a uma distância de 1.3 milhões de milhas.
De acordo com estudos prévios, o planeta tem uma atmosfera rica em água ou hidrogênio com extensas nuvens.
“Deve existir altas nuvens ou uma névoa orgânica na atmosfera – como nós observamos em Titã. Sua temperatura atmosférica excede o ponto de fusão da água”, disse o Dr. Benjamin Charnay, um dos membros da equipe da Universidade de Washington.
This document discusses the composition and structure of the atmosphere. It is composed of nitrogen, oxygen, and other gases. It has five layers: the troposphere, stratosphere, mesosphere, thermosphere, and exosphere. The document also discusses wind formation from air moving between high and low pressure areas, cloud formation through condensation, different types of precipitation, atmospheric pressure varying with altitude, and the importance of the atmosphere in regulating temperature and protecting the Earth. It concludes with discussing greenhouse effect, global warming caused by human activity, and atmospheric pressure.
The document discusses the standard form of a circle equation and provides examples of writing the equation of various circles given their center and radius. It begins by defining the components of a circle - the center (h,k) and radius r. Then it shows the standard form of a circle equation: (x-h)2 + (y-k)2 = r2. The rest of the document provides the center and radius of several circles and has the reader write out the corresponding standard equation for each one.
The document defines conic sections and describes parabolas. It provides specific objectives related to defining conic sections, identifying different types, describing parabolas, and converting between general and standard forms of parabola equations. It then gives details on the focus, directrix, vertex, latus rectum, and eccentricity of parabolas. Examples of problems involving finding parabola equations and properties from conditions are also provided.
“Conic section” is a fundamental of the Mathematics. This
report is made from my studying about the conic section in the
Mathematics books and on the internet. This report contains
topics that involve with conic section such as: The history of Conic
section studying, Parabola, Ellipse, Hyperbola and their
applications with figures may help you to understand easily.
This report is may use to refer for next time and its can be
usefulness for the readers.
Atmosphere the Life a Report by Allah Dad Khan Former DG AGri KPKMr.Allah Dad Khan
The document is a report about the atmosphere and Earth written by Allah Dad Khan. It likely discusses the composition and importance of the atmosphere for life on Earth. The report aims to inform readers about how the atmosphere surrounds and protects the planet.
Atmosphere or ufo a response to the 1997 sse review panel report - by bruce...PublicLeaker
This document summarizes a radar and visual sighting of an unidentified flying object that was presented to a scientific review panel. The sighting involved a large disc-shaped object detected on radar for 50 seconds moving at speeds of 110-84 knots and then disappearing. While some panel members suggested atmospheric explanations could account for some radar cases, the document argues that a careful analysis of cases can provide evidence of unexplained phenomena. It presents the analysis of one case from Switzerland where a fast-moving object was tracked on radar along a straight downward path at nearly Mach 3, which could not be explained by atmospheric effects.
3d modeling of_gj1214b_atmosphere_formation_of_inhomogeneous_high_cloouds_and...Sérgio Sacani
Uma equipe de cientistas da Universidade de Washington e da Universidade de Toronto foram os primeiros a simular nuvens exóticas em 3D na atmosfera de um exoplaneta.
O objeto em questão, é o GJ 1214b, um exoplaneta chamado de mini-Netuno que foi descoberto, seis anos atrás pelos astrônomos no Harvard-Smithsonian Center for Astrophysics.
Também conhecido como Gliese 1214b, esse mundo tem cerca de 2.7 vezes o diâmetro da Terra e uma massa quase 7 vezes maior que a massa do nosso planeta. Ele está localizado a cerca de 52 anos-luz de distância na constelação de Ophiuchus.
O planeta orbita a estrela anã vermelha, GJ 1214, a cada 38 horas, a uma distância de 1.3 milhões de milhas.
De acordo com estudos prévios, o planeta tem uma atmosfera rica em água ou hidrogênio com extensas nuvens.
“Deve existir altas nuvens ou uma névoa orgânica na atmosfera – como nós observamos em Titã. Sua temperatura atmosférica excede o ponto de fusão da água”, disse o Dr. Benjamin Charnay, um dos membros da equipe da Universidade de Washington.
This document discusses the composition and structure of the atmosphere. It is composed of nitrogen, oxygen, and other gases. It has five layers: the troposphere, stratosphere, mesosphere, thermosphere, and exosphere. The document also discusses wind formation from air moving between high and low pressure areas, cloud formation through condensation, different types of precipitation, atmospheric pressure varying with altitude, and the importance of the atmosphere in regulating temperature and protecting the Earth. It concludes with discussing greenhouse effect, global warming caused by human activity, and atmospheric pressure.
The document discusses the standard form of a circle equation and provides examples of writing the equation of various circles given their center and radius. It begins by defining the components of a circle - the center (h,k) and radius r. Then it shows the standard form of a circle equation: (x-h)2 + (y-k)2 = r2. The rest of the document provides the center and radius of several circles and has the reader write out the corresponding standard equation for each one.
The document defines conic sections and describes parabolas. It provides specific objectives related to defining conic sections, identifying different types, describing parabolas, and converting between general and standard forms of parabola equations. It then gives details on the focus, directrix, vertex, latus rectum, and eccentricity of parabolas. Examples of problems involving finding parabola equations and properties from conditions are also provided.
“Conic section” is a fundamental of the Mathematics. This
report is made from my studying about the conic section in the
Mathematics books and on the internet. This report contains
topics that involve with conic section such as: The history of Conic
section studying, Parabola, Ellipse, Hyperbola and their
applications with figures may help you to understand easily.
This report is may use to refer for next time and its can be
usefulness for the readers.
Dokumen tersebut membahas tentang parabola, termasuk definisi matematis dan geometris parabola, contoh persamaan parabola berdasarkan posisi pusat dan fokusnya, serta cara menentukan persamaan garis singgung dan normal pada suatu parabola.
This document discusses applications of various conic sections in real life. It begins by defining conic sections as curves derived from slicing a double-napped cone and lists the main types - parabolas, ellipses, circles, and hyperbolas. It then provides examples of applications for each type of conic section, such as parabolas in football trajectories, ellipses in eye shapes and planet orbits, circles in wheels and records, and hyperbolas in sonic booms and lighthouse beams. The document aims to illustrate how conic sections appear frequently in architecture, engineering, and natural phenomena.
The document discusses parabolas and their key properties:
- A parabola is defined as the set of points equidistant from a fixed point (the focus) and a fixed line (the directrix).
- The vertex is the point where the axis of symmetry intersects the parabola. The focus and directrix are a fixed distance (p) from the vertex.
- The latus rectum is the line segment from the focus to the parabola, perpendicular to the axis of symmetry. Its length is determined by the equation of the parabola.
The document discusses various types of curves that are important in engineering applications. It covers conic sections like ellipses, parabolas and hyperbolas. It also discusses roulettes like cycloids and trochoids that are generated by a point on a moving circle. Involutes, which are curves traced by a point unwinding from a circle, are also covered. Examples are provided of how these curves are used in civil, mechanical and electrical engineering applications.
The document describes various engineering curves including conic sections, spirals, and cycloids. It provides methods for constructing ellipses, parabolas, and hyperbolas using techniques like concentric circles, rectangles, arcs of circles, and directrix-focus definitions. It also demonstrates drawing tangents and normals to these curves. Additional curves covered include involutes, cycloids, trochoids, spirals, and helices.
The document discusses the four main systems that make up Earth: the atmosphere, hydrosphere, biosphere, and geosphere. It focuses on describing the layers of the atmosphere, including the exosphere, thermosphere, mesosphere, stratosphere, and troposphere. The troposphere contains most of the weather and clouds and temperatures decrease with increased altitude. The stratosphere contains ozone that absorbs UV radiation. The mesosphere is the coldest part while the thermosphere reaches temperatures over 1,700°C and protects the Earth from radiation.
This document discusses engineering drawings and curves. It states that engineering drawings are the language used to communicate engineering ideas and execute work. Various types of curves are useful in engineering for understanding natural laws, manufacturing, design, analysis, and construction. Common engineering curves include conics, cycloids, involutes, spirals, and helices. Conics specifically include circles, ellipses, parabolas, and hyperbolas which are sections of a right circular cone cut by planes. The document provides definitions and examples of each type of conic section. It also discusses different methods for drawing ellipses like the arc of circles method.
Download link: https://www.researchgate.net/publication/318852873_Engineering_Drawing_-_I
DOI: 10.13140/RG.2.2.22512.56328
An engineering drawing is a type of technical drawing, used to fully and clearly define requirements for engineered items, and is usually created in accordance with standardized conventions for layout, nomenclature, interpretation, appearance size, etc.
Its purpose is to accurately and unambiguously capture all the geometric features of a product or a component. The end goal of an engineering drawing is to convey all the required information that will allow a manufacturer to produce that component.
This document discusses the four basic conic sections - circles, parabolas, ellipses, and hyperbolas. It provides the standard form equations and key characteristics for each conic section with varying positions of the vertex. Circles are defined by a center point and radius. Parabolas are defined by a focus, directrix, and vertex. Ellipses are defined by two foci and the sum of distances to these points. Hyperbolas are defined by two foci and the difference of distances to these points. Examples of each conic section in architecture and acoustics are also given.
Dokumen tersebut membahas tentang parabola, termasuk definisi matematis dan geometris parabola, contoh persamaan parabola berdasarkan posisi pusat dan fokusnya, serta cara menentukan persamaan garis singgung dan normal pada suatu parabola.
This document discusses applications of various conic sections in real life. It begins by defining conic sections as curves derived from slicing a double-napped cone and lists the main types - parabolas, ellipses, circles, and hyperbolas. It then provides examples of applications for each type of conic section, such as parabolas in football trajectories, ellipses in eye shapes and planet orbits, circles in wheels and records, and hyperbolas in sonic booms and lighthouse beams. The document aims to illustrate how conic sections appear frequently in architecture, engineering, and natural phenomena.
The document discusses parabolas and their key properties:
- A parabola is defined as the set of points equidistant from a fixed point (the focus) and a fixed line (the directrix).
- The vertex is the point where the axis of symmetry intersects the parabola. The focus and directrix are a fixed distance (p) from the vertex.
- The latus rectum is the line segment from the focus to the parabola, perpendicular to the axis of symmetry. Its length is determined by the equation of the parabola.
The document discusses various types of curves that are important in engineering applications. It covers conic sections like ellipses, parabolas and hyperbolas. It also discusses roulettes like cycloids and trochoids that are generated by a point on a moving circle. Involutes, which are curves traced by a point unwinding from a circle, are also covered. Examples are provided of how these curves are used in civil, mechanical and electrical engineering applications.
The document describes various engineering curves including conic sections, spirals, and cycloids. It provides methods for constructing ellipses, parabolas, and hyperbolas using techniques like concentric circles, rectangles, arcs of circles, and directrix-focus definitions. It also demonstrates drawing tangents and normals to these curves. Additional curves covered include involutes, cycloids, trochoids, spirals, and helices.
The document discusses the four main systems that make up Earth: the atmosphere, hydrosphere, biosphere, and geosphere. It focuses on describing the layers of the atmosphere, including the exosphere, thermosphere, mesosphere, stratosphere, and troposphere. The troposphere contains most of the weather and clouds and temperatures decrease with increased altitude. The stratosphere contains ozone that absorbs UV radiation. The mesosphere is the coldest part while the thermosphere reaches temperatures over 1,700°C and protects the Earth from radiation.
This document discusses engineering drawings and curves. It states that engineering drawings are the language used to communicate engineering ideas and execute work. Various types of curves are useful in engineering for understanding natural laws, manufacturing, design, analysis, and construction. Common engineering curves include conics, cycloids, involutes, spirals, and helices. Conics specifically include circles, ellipses, parabolas, and hyperbolas which are sections of a right circular cone cut by planes. The document provides definitions and examples of each type of conic section. It also discusses different methods for drawing ellipses like the arc of circles method.
Download link: https://www.researchgate.net/publication/318852873_Engineering_Drawing_-_I
DOI: 10.13140/RG.2.2.22512.56328
An engineering drawing is a type of technical drawing, used to fully and clearly define requirements for engineered items, and is usually created in accordance with standardized conventions for layout, nomenclature, interpretation, appearance size, etc.
Its purpose is to accurately and unambiguously capture all the geometric features of a product or a component. The end goal of an engineering drawing is to convey all the required information that will allow a manufacturer to produce that component.
This document discusses the four basic conic sections - circles, parabolas, ellipses, and hyperbolas. It provides the standard form equations and key characteristics for each conic section with varying positions of the vertex. Circles are defined by a center point and radius. Parabolas are defined by a focus, directrix, and vertex. Ellipses are defined by two foci and the sum of distances to these points. Hyperbolas are defined by two foci and the difference of distances to these points. Examples of each conic section in architecture and acoustics are also given.
1. Chris Nyers
Packaging Specialist
Gulf Packaging
cnyers@gulfpackaging.com
(269) 998-1534
www.gulfpackaging.com
Modified Packaging for Pasta and Ready-Made Meals
Modified Atmosphere Packaging with Shelf Life Booster can revolutionize the way that seal in
freshness to extend shelf life. The MAP System can successfully inhibits the deterioration of
food in a natural way — by combining the correct gas mixture, film and packaging equipment,
to keep products fresh and appetizing and help reduce returns due to spoilage.
Modified Atmosphere Packaging System Shelf Life Booster has the following features:
No Mechanical vacuum
Achieving residual oxygen levels of .5% or less
Improves efficiency and productivity
Extends shelf life of products
We all know that modified atmosphere packaging systems can extend the practical shelf life of
fresh foods typically by 200% or more compared to packaging in air. For example, the shelf life
of raw red meat can typically be extended from 2-4 days to 5-8 days (at <38°F), and cakes from
several weeks to up to one year. (See comparison chart below.)
Pasta and Ready – Made Meals
The nature and composition of fresh pasta and, in particular, ready-made meals meals can vary.
Products such as these have different ingredients with a variety of shelf lives and spoilage
properties. In majority of cases, MAP can significantly extend the shelf life of these products
without the use of oxygen. Mixtures of Carbon Dioxide and Nitrogen are used with these
products. You will adjust their particular mixtures concentrations to the content of the product
being MAP’d.
Ready Made Meals – Oxygen – 0%: Carbon Dioxide – 30 – 60%: Nitrogen – 40 – 70%
Pasta/Pizza – Oxygen – 0%: Carbon Dioxide- 30 – 60%: Nitrogen- 40 – 70%
Sandwiches – Oxygen – 0%: Carbon Dioxide – 30%: Nitrogen- 70%
2. Howcan ChrisNyersandGulfPackaginghelp?
Solutionsto your ModifiedAtmosphere PackagingNeeds
If you are interestedinfindingoutmore informationaboutModifiedAtmospherePackagingandhowit
can helpextendthe shelflifeof yourfreshproducts. Please dropme aline todiscussinmore detail how
thiscan help.
Interested inlearningmore?
Chris Nyers
Packaging Specialist
Gulf Packaging
(269) 998-1534
cnyers@gulfpackaging.com
www.gulfpackaging.com