Measurement of the Cosmic Microwave Background Radiation at 19 Ghz
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1 Lecture 26
PHYS 445 Lecture 26 - Black-body radiation I 26 - 1 Lecture 26 - Black-body radiation I What's Important: · number density · energy density Text: Reif In our previous discussion of photons, we established that the mean number of photons with energy i is 1 n = (26.1) i eß i - 1 Here, the questions that we want to address about photons are: · what is their number density · what is their energy density · what is their pressure? Number density n Eq. (26.1) is written in the language of discrete states. The first thing we need to do is replace the sum by an integral over photon momentum states: 3 S i ® ò d p Of course, it isn't quite this simple because the density-of-states issue that we introduced before: for every spin state there is one phase space state for every h 3, so the proper replacement more like 3 3 3 S i ® (1/h ) ò d p ò d r The units now work: the left hand side is a number, and so is the right hand side. But this expression ignores spin - it just deals with the states in phase space. For every photon momentum, there are two ways of arranging its polarization (i.e., the orientation of its electric or magnetic field vectors): where the photon momentum vector is perpendicular to the plane. Thus, we have 3 3 3 S i ® (2/h ) ò d p ò d r. (26.2) Assuming that our system is spatially uniform, the position integral can be replaced by the volume ò d 3r = V. -
What Made Bell Labs Special? Ley in Recent Years, the High Pay and Excellent Working Conditions at Bell Labs Attracted Many Who Might Look Elsewhere Today
physicsworld.com Christmas books Andrew Gelman What made Bell Labs special? ley in recent years, the high pay and excellent working conditions at Bell Labs attracted many who might look elsewhere today. Second, there was nothing to do at the labs all day but work. I have known lots of middle-aged profes- sors who don’t spend much time teaching but don’t do any research either. At Bell Labs it was harder to be deadwood. Located as it was in the middle of nowhere, the Murray Hill campus was not a place to relax, and if you were going into the lab every weekday anyhow, you might as well work – there was nothing better to do. Several researchers, including Shannon and Shockley, had sharp mid-career productivity declines – but after they left Murray Hill. In my own experience working at Bell Labs for three summers during Bell Laboratories/Alcatel-Lucent USA/AIP Emilio Segrè Visual Archives, Hecht Collection the 1980s, I vividly recall a general feeling of comfort and well-being, Innovation central Bell Labs was a legendary place, an Idea Factory. I say this not at all as a along with the low-level intensity Ali Javan (left) and industrial lab in the outer suburbs of criticism of its author, the journalist that comes from working eight-hour Donald R Herriott New York where thousands of scien- Jon Gertner; rather, there was just so days, week after week after week. work with a helium- tists, working nine to five, changed much going on at Bell that it cannot I did the research underlying my neon optical gas the world’s technological history. -
Introduction to Radio Astronomy
Introduction to Radio Astronomy Greg Hallenbeck 2016 UAT Workshop @ Green Bank Outline Sources of Radio Emission Continuum Sources versus Spectral Lines The HI Line Details of the HI Line What is our data like? What can we learn from each source? The Radio Telescope How do we actually detect this stuff? How do we get from the sky to the data? I. Radio Emission Sources The Electromagnetic Spectrum Radio ← Optical Light → A Galaxy Spectrum (Apologies to the radio astronomers) Continuum Emission Radiation at a wide range of wavelengths ❖ Thermal Emission ❖ Bremsstrahlung (aka free-free) ❖ Synchrotron ❖ Inverse Compton Scattering Spectral Line Radiation at a wide range of wavelengths ❖ The HI Line Categories of Emission Continuum Emission — “The Background” Radiation at a wide range of wavelengths ❖ Thermal Emission ❖ Synchrotron ❖ Bremsstrahlung (aka free-free) ❖ Inverse Compton Scattering Spectral Lines — “The Spikes” Radiation at specific wavelengths ❖ The HI Line ❖ Pretty much any element or molecule has lines. Thermal Emission Hot Things Glow Emit radiation at all wavelengths The peak of emission depends on T Higher T → shorter wavelength Regulus (12,000 K) The Sun (6,000 K) Jupiter (100 K) Peak is 250 nm Peak is 500 nm Peak is 30 µm Thermal Emission How cold corresponds to a radio peak? A 3 K source has peak at 1 mm. Not getting any colder than that. Synchrotron Radiation Magnetic Fields Make charged particles move in circles. Accelerating charges radiate. Synchrotron Ingredients Strong magnetic fields High energies, ionized particles. Found in jets: ❖ Active galactic nuclei ❖ Quasars ❖ Protoplanetary disks Synchrotron Radiation Jets from a Protostar At right: an optical image. -
G.W.A.T.T. (Global 'What If' Analyzer of Network Energy Consumption)
G.W.A.T.T. New Bell Labs application able to measure the impact of technologies like SDN & NFV on network energy consumption WHITE PAPER Increased energy consumption is a key challenge for the Information and Communications Technologies (ICT) industry. Network energy bills represent more than 10 percent of operators’ operational expenses. With the advent of the Internet of Things era, and the inexorable consumption of video and cloud services promising to drive massively increased traffic across networks, it is even more important for operators to have a complete view of the energy impact of different technology and architectural evolution options. G.W.A.T.T. (Global “What if” Analyzer of NeTwork Energy ConsumpTion) has been built to allow operators and industry stakeholders to better understand these challenges. This application visualizes the current and future communication networks and forecasts key trends in energy consumption, energy efficiency, cost and carbon emissions based on a wide variety of traffic growth scenarios and technology evolution choices. It is intended as a mind-sharing tool to grasp the importance of the energy challenge and how innovation and new technologies can help address these issues in the future. EXECUTIVE SUMMARY The explosion of the Internet traffic volume resulting from both the worldwide broadband subscriber base extension and the increasing number and diversity of available applications and services require a relentless deployment of new technologies and infrastructures to deliver the expected user-experience. At the same time, it also raises the issue of the energy consumption and energy cost of the Internet and more generally of the Information and Communication Technologies (ICT). -
DTMF Control System
P a g e | 38 Vol. 10 Issue 11 (Ver. 1.0) October 2010 Global Journal of Computer Science and Technology A2Z Control System- DTMF Control System Er. Zatin Gupta1, Payal Jain2 , Monika3 GJCST Classification (FOR) H.4.3 Abstract-Dual Tone Multi Frequency (DTMF) technique for c) Microcontroller (At89s52) controlling the domestic and industrial appliances is being presented in this paper. A simple mobile phone which works on Microcontroller is the control unit of this system. We have DTMF tone, used to control the domestic as well as industrial used AT89S52. It is low power, high performance CMOS 8- electrical appliances which with the control system which we Bit controller with 4K bytes of ROM and 128 bytes of RAM. have designed here for experimental study. In recent state of affairs, domestic, military and industrial applications use this d) Dtmf Signal technique because it can be operated from remote location. Radio frequency (RF) is also used for wireless communication but DTMF is most widely known method of Multi Frequency DTMF is an alternate for RF. Mobile phone is used to send the Shift Keying (MSFK) data transmission technique. DTMF DTMF code from remote location to the control system. The was developed by Bell Labs to be used in the telephone blocks of system are mobile phone, Microcontroller (AT89S52), system. Most telephones today uses DTMF dialing (or “tone” DTMF Decoder (MT8870D), Relays and power supply. This dialing). paper shows the working areas where the system is applicable and how it has advantages over RF. 1209 1336 1477 1633 Hz Hz Hz Hz I. -
The E-MERLIN Notebook
The e-MERLIN Notebook IRIS Collaboration F2F Meeting - 4 April 2019 Dr. Rachael Ainsworth Jodrell Bank Centre for Astrophysics University of Manchester @rachaelevelyn Overview ● Motivation ● Brief intro to e-MERLIN ● Pieces of the puzzle: ○ e-MERLIN CASA Pipeline ○ Data Archive ○ Open Notebooks ● Putting everything together: ○ e-MERLIN @ IRIS Motivation (Whitaker 2018, https://doi.org/10.6084/m9.figshare.7140050.v2 ) “Computational science has led to exciting new developments, but the nature of the work has exposed limitations in our ability to evaluate published findings. Reproducibility has the potential to serve as a minimum standard for judging scientific claims when full independent replication of a study is not possible.” (Peng 2011; https://doi.org/10.1126/science.1213847) e-MERLIN (e)MERLIN ● enhanced Multi Element Remotely Linked Interferometer Network ● An array of 7 radio telescopes spanning 217 km across the UK ● Connected by a superfast optical fibre network to its headquarters at Jodrell Bank Observatory. ● Has a unique position in the world with an angular resolution comparable to that of the Hubble Space Telescope and carrying out centimetre wavelength radio astronomy with micro-Jansky sensitivities. http://www.e-merlin.ac.uk/ (e)MERLIN ● Does not have a publicly accessible data archive. http://www.e-merlin.ac.uk/ Radio Astronomy Software: CASA ● The CASA infrastructure consists of a set of C++ tools bundled together under an iPython interface as data reduction tasks. ● This structure provides flexibility to process the data via task interface or as a python script. ● https://casa.nrao.edu/ Pieces of the puzzle e-MERLIN CASA Pipeline ● Developed openly on GitHub (Moldon, et al.) ● Python package composed of different modules that can be run together sequentially to produce calibration tables, calibrated data, assessment plots and a summary weblog. -
The Merlin - Phase 2
Radio Interferometry: Theory, Techniques and Applications, 381 IAU Coll. 131, ASP Conference Series, Vol. 19, 1991, T.J. Comwell and R.A. Perley (eds.) THE MERLIN - PHASE 2 P.N. WILKINSON University of Manchester, Nuffield Radio Astronomy Laboratories, Jodrell Bank, Macclesfield, Cheshire, SKll 9DL, United Kingdom ABSTRACT The Jodrell Bank MERLIN is currently being upgraded to produce higher sensitivity and higher resolving power. The major capital item has been a new 32m telescope located at MRAO Cambridge which will operate to at least 50 GHz. A brief outline of the upgraded MERLIN and its performance is given. INTRODUCTION The MERLIN (Multi-Element Radio-Linked Interferometer Network), based at Jodrell Bank, was conceived in the mid-1970s and first became operational in 1980. It was a bold concept; no one had made a real-time long-baseline interferometer array with phase-stable local oscillator links before. Six remotely operated telescopes, controlled via telephone lines, are linked to a control computer at Jodrell Bank. The rf signals are transmitted to Jodrell via commercial multi-hop microwave links operating at 7.5 GHz. The local oscillators are coherently slaved to a master oscillator via go-and- return links operating at L-band, the change in the link path-length being taken out in software. This single-frequency L-band link can transfer phase to the equivalent of < 1 picosec (< 0.3 mm of path length) on timescales longer than a few seconds. A detailed description of the MERLIN system has been given by Thomasson (1986). The MERLIN has provided the UK with a unique astronomical facility, one which has made important contributions to extragalactic radio source and OH maser studies. -
Lecture 17 : the Cosmic Microwave Background
Let’s think about the early Universe… Lecture 17 : The Cosmic ! From Hubble’s observations, we know the Universe is Microwave Background expanding ! This can be understood theoretically in terms of solutions of GR equations !Discovery of the Cosmic Microwave ! Earlier in time, all the matter must have been Background (ch 14) squeezed more tightly together ! If crushed together at high enough density, the galaxies, stars, etc could not exist as we see them now -- everything must have been different! !The Hot Big Bang This week: read Chapter 12/14 in textbook 4/15/14 1 4/15/14 3 Let’s think about the early Universe… Let’s think about the early Universe… ! From Hubble’s observations, we know the Universe is ! From Hubble’s observations, we know the Universe is expanding expanding ! This can be understood theoretically in terms of solutions of ! This can be understood theoretically in terms of solutions of GR equations GR equations ! Earlier in time, all the matter must have been squeezed more tightly together ! If crushed together at high enough density, the galaxies, stars, etc could not exist as we see them now -- everything must have been different! ! What was the Universe like long, long ago? ! What were the original contents? ! What were the early conditions like? ! What physical processes occurred under those conditions? ! How did changes over time result in the contents and structure we see today? 4/15/14 2 4/15/14 4 The Poetic Version ! In a brilliant flash about fourteen billion years ago, time and matter were born in a single instant of creation. -
Black Body Radiation
BLACK BODY RADIATION hemispherical Stefan-Boltzmann law This law states that the energy radiated from a black body is proportional to the fourth power of the absolute temperature. Wien Displacement Law FormulaThe Wien's Displacement Law provides the wavelength where the spectral radiance has maximum value. This law states that the black body radiation curve for different temperatures peaks at a wavelength inversely proportional to the temperature. Maximum wavelength = Wien's displacement constant / Temperature The equation is: λmax= b/T Where: λmax: The peak of the wavelength b: Wien's displacement constant. (2.9*10(−3) m K) T: Absolute Temperature in Kelvin. Emissive power The value of the Stefan-Boltzmann constant is approximately 5.67 x 10 -8 watt per meter squared per kelvin to the fourth (W · m -2 · K -4 ). If the radiation emitted normal to the surface and the energy density of radiation is u, then emissive power of the surface E=c u If the radiation is diffuse Emitted uniformly in all directions 1 E= 푐푢 4 Thermal radiation exerts pressure on the surface on which they are Incident. If the intensity of directed beam of radiations incident normally to The surface is I 퐼 Then Pressure P=u= 푐 If the radiation is diffused 1 P= 푢 3 The value of the constant is approximately 1.366 kilowatts per square metre. When the emissivity of non-black surface is constant at all temperatures and throughout the entire range of wavelength, the surface is called Gray Body. PROBLEMS 1. The temperature of a person’s skin is 350 C. -
The Meerkat Radio Telescope Rhodes University SKA South Africa E-Mail: a B Pos(Meerkat2016)001 Justin L
The MeerKAT Radio Telescope PoS(MeerKAT2016)001 Justin L. Jonas∗ab and the MeerKAT Teamb aRhodes University bSKA South Africa E-mail: [email protected] This paper is a high-level description of the development, implementation and initial testing of the MeerKAT radio telescope and its subsystems. The rationale for the design and technology choices is presented in the context of the requirements of the MeerKAT Large-scale Survey Projects. A technical overview is provided for each of the major telescope elements, and key specifications for these components and the overall system are introduced. The results of selected receptor qual- ification tests are presented to illustrate that the MeerKAT receptor exceeds the original design goals by a significant margin. MeerKAT Science: On the Pathway to the SKA, 25-27 May, 2016, Stellenbosch, South Africa ∗Speaker. c Copyright owned by the author(s) under the terms of the Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License (CC BY-NC-ND 4.0). http://pos.sissa.it/ MeerKAT Justin L. Jonas 1. Introduction The MeerKAT radio telescope is a precursor for the Square Kilometre Array (SKA) mid- frequency telescope, located in the arid Karoo region of the Northern Cape Province in South Africa. It will be the most sensitive decimetre-wavelength radio interferometer array in the world before the advent of SKA1-mid. The telescope and its associated infrastructure is funded by the government of South Africa through the National Research Foundation (NRF), an agency of the Department of Science and Technology (DST). Construction and commissioning of the telescope has been the responsibility of the SKA South Africa Project Office, which is a business unit of the PoS(MeerKAT2016)001 NRF. -
Class 12 I : Blackbody Spectra
Class 12 Spectra and the structure of atoms Blackbody spectra and Wien’s law Emission and absorption lines Structure of atoms and the Bohr model I : Blackbody spectra Definition : The spectrum of an object is the distribution of its observed electromagnetic radiation as a function of wavelength or frequency Particularly important example… A blackbody spectrum is that emitted from an idealized dense object in “thermal equilibrium” You don’t have to memorize this! h=6.626x10-34 J/s -23 kB=1.38x10 J/K c=speed of light T=temperature 1 2 Actual spectrum of the Sun compared to a black body 3 Properties of blackbody radiation… The spectrum peaks at Wien’s law The total power emitted per unit surface area of the emitting body is given by finding the area under the blackbody curve… answer is Stephan-Boltzmann Law σ =5.67X10-8 W/m2/K4 (Stephan-Boltzmann constant) II : Emission and absorption line spectra A blackbody spectrum is an example of a continuum spectrum… it is smooth as a function of wavelength Line spectra: An absorption line is a sharp dip in a (continuum) spectrum An emission line is a sharp spike in a spectrum Both phenomena are caused by the interaction of photons with atoms… each atoms imprints a distinct set of lines in a spectrum The precise pattern of emission/absorption lines tells you about the mix of elements as well as temperature and density 4 Solar spectrum… lots of absorption lines 5 Kirchhoffs laws: A solid, liquid or dense gas produces a continuous (blackbody) spectrum A tenuous gas seen against a hot -
History of Radio Astronomy
History of Radio Astronomy Reading for High School Students Getsemary Báez Introduction form of radiation involved (soon known as electro- Radio Astronomy, a field that has strongly magnetic waves). Nevertheless, it was Oliver Heavi- evolved since the end of World War II, has become side who in conjunction with Willard Gibbs in 1884 one of the most important tools of astronomical ob- modified the equations and put them into modern servations. Radio astronomy has been responsible for vector notation. a great part of our understanding of the universe, its A few years later, Heinrich Hertz (1857- formation, composition, interactions, and even pre- 1894) demonstrated the existence of electromagnetic dictions about its future path. This article intends to waves by constructing a device that had the ability to inform the public about the history of radio astron- transmit and receive electromagnetic waves of about omy, its evolution, connection with solar studies, and 5m wavelength. This was actually the first radio the contribution the STEREO/WAVES instrument on wave transmitter, which is what we call today an LC the STEREO spacecraft will have on the study of oscillator. Just like Maxwell’s theory predicted, the this field. waves were polarized. The radiation emissions were detected using a 1mm thin circle of copper wire. Pre-history of Radio Waves Now that there is evidence of electromag- It is almost impossible to depict the most im- netic waves, the physicist Max Planck (1858-1947) portant facts in the history of radio astronomy with- was responsible for a breakthrough in physics that out presenting a sneak peak where everything later developed into the quantum theory, which sug- started, the development and understanding of the gests that energy had to be emitted or absorbed in electromagnetic spectrum.