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Showing 7 open source projects for "ns-2"
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Analog Insydes is a Mathematica toolbox for symbolic analysis of analog electronic circuits. This project provides a set of free add-ons to Analog Insydes, including a Java front-end and a native netlister for Cadence's Analog Design Environment (ADE).
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Months4Mathematica
more calendar conversions, epochs, JDN, moon, +
...convert between some epochs without calendar support, ie, J2000.0, JDN, to some effect can create/import epochs and use TAI clock << Months`Months` {PrettyDate[], PrettyDate[calendarChange2[Date[], gregorian, julian], julian], MoonPhase[]} {"Sunday, July 13 2014. 2:37:04 p.m. -4 GMT", "Saturday, Iunius 30 2014. 2:37:04 p.m. -4 GMT", "Full Moon"} timeDeduce, a minor extra: deduce and show other times / angles, using time eqn. input: GMT,lon,tz,arieslon output: input + SHA,Ra,LHA ; in dn,tm or ang (for historic reasons files are also in https://sourceforge.net/projects/periodictablemm/) -
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geodetic-basic-eqn-mathematica
geocentric <> geodetic <> XYZ basic equations
This is for Mathematica. 1) list of geocentric <> geodetic <> XYZ related equations* 2) quick plots using them (3d poly globe) 3) wikipedia article summarizing the above 4) one equation is by author of this paper. shows that using (new) geometry observation, Heiskanen and Moritz or Ferrari equations were not necessary as the problem is not inheirently recursive as they suggested. (see article) *gleened from many onlne sources. -
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TIDES
Taylor series Integrator for Differential Equations
...TIDES tutorial: Integrating ODEs by using the Taylor Series Method., Monografías de la Academia de Ciencias de la Universidad de Zaragoza. 36, pp. 1-116. * R. Barrio, 2005. Performance of the Taylor series method for ODEs/DAEs, Appl. Math. Comput. 163 (2), pp. 525--545 * R. Barrio, 2006. Sensitivity analysis of ODE's/DAE's using the Taylor series method, SIAM J. on Scientific Computing 27 (6), pp. 1929--1947 -
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Truncated power series algebra
Truncated power series algebra
This project consists of two object-oriented implementations of truncated power series (TPSA) for arbitrary order and number of variables. Addition, subtraction, multiplcation, division, and exponentiation are all implemented in the algebra as overloaded operators. They can also compute with maps, a map being an array of TPSA objects representing a mapping of a space into itself. -
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Arduino for Circadian Behavioral Assay
Circadian behaviral assay software for Arduino 1.0
The Arduino routines (.ino) control light-on timing under various entrainment schemes and measures general movements using PIR and the light level using CdS in three animal chambers. Requires Arduino 1.0 and Arduino hardwares (Uno or Mega). 1. _3ChambersEPLPDD.ino: 12-12 LD to long photoperiod 2. _3ChambersTCycle.ino: 12-12 LD to T=23/T=25 cycles (Note: A critical error has been found in _3ChambersTCycle.ino. It will not be available until the error is fixed. 14-SEP-2012)
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