About: Kilogram is a research topic. Over the lifetime, 245 publications have been published within this topic receiving 4609 citations. The topic is also known as: kg & kilogramme.
TL;DR: Both mice and chimpanzees were able to recover about 90 percent of the energy stored running uphill on the way down, and the increment in energy expenditure for mice to run uphill compared to running horizontally is about one-eighth that for a chimpanzee.
Abstract: Small mammals are able to run at about the same maximum speed vertically as horizontally, but larger mammals cannot do this. During level running a mouse weighing 30 grams uses about eight times as much energy per unit of body weight as does a chimpanzee weighing 17.5 kilograms (42.6 joules per kilogram meter versus 5.17 joules per kilogram meter). The additional energy required to lift 1 kilogram of body weight 1 meter while running uphill was similar for the two species (about 15.5 joules per kilogram meter). Therefore the increment in energy expenditure for mice to run uphill compared to running horizontally is about one-eighth that for a chimpanzee. Both mice and chimpanzees were able to recover about 90 percent of the energy stored running uphill on the way down.
TL;DR: The new definitions of the base units used to create the rules of measurement and tie measurements at the atomic and quantum scales to those at the macroscopic level will allow the development of new and more accurate measurement techniques.
Abstract: Foreword The manufacture of the national prototypes of the kilogram and their two previous verifications were the subject of detailed reports published in Travaux et Me'moires du Bureau International des Poids et Mesures. These reports have proven to be extremely valuable, given the importance of the national prototypes in linking countries to the international prototype of the kilogram and thereby to the unit of mass in the Systkme International. The behaviour of platinum-iridium prototypes maintains its metrological interest. We therefore present a detailed account of the recently completed third verification of the national prototypes. In addition, the history of the prototypes is recapitulated in order to place the present results in context.
TL;DR: The NPL Mark II moving-coil watt balance made an initial series of measurements in the period from October 2006 to March 2007, with the aim of providing further information to the ongoing efforts to redefine the SI kilogram in terms of a fixed value of the Planck constant as discussed by the authors.
Abstract: After the elimination of significant mechanical problems, the NPL Mark II moving-coil watt balance made an initial series of measurements in the period from October 2006 to March 2007. Incremental improvements were made to the apparatus in the period from June 2007 to November 2008 and measurements of the Planck constant h were made up to June 2009, with the aim of providing further information to the ongoing efforts to redefine the SI kilogram in terms of a fixed value of the Planck constant. The apparatus was sold to NRC-INMS in early 2009 and was dismantled and shipped to Canada in the period between June and August 2009.In June 2009, just prior to the shipment, a possible source of significant type-B uncertainty in the mass/force exchange was discovered. There was insufficient time to fully investigate and correct the effect so a component has been added to the uncertainty budget to account for its estimated magnitude. The standard uncertainty of the apparatus, without allowance for the mass/force exchange problem, is estimated to be 36 nW W−1, which represents an improvement of almost a factor of two from the previously reported uncertainty of 66 nW W−1, but, allowing for the problem, the uncertainty increases to 200 nW W−1. Further work, once the apparatus is rebuilt in Canada, should eliminate the source of the added uncertainty. The value of h calculated from the measurements made from 2006 to 2009 is 6.626 071 23(133) × 10−34 J s, which represents a change of 43 nW W−1 from the value reported in 2007. The corresponding value of the Avogadro constant, NA, is 6.022 139 78(120) × 1023 mol−1.
TL;DR: In the international system of units (the Systeme International d'Unites or SI System) the basic units in mechanics are the units for length, mass and time: these units are the metre (m), the kilogram (kg) and the second (s) as discussed by the authors.
Abstract: In the international system of units (the Systeme International d’Unites or SI System) the basic units in mechanics are the units for length, mass and time: these units are the metre (m), the kilogram (kg) and the second (s).