Order for materials, 31 July 1871

https://egrove.olemiss.edu/aldrichdocs/1045/thumbnail.jp

Order for materials, 9 September 1870

https://egrove.olemiss.edu/aldrichdocs/1293/thumbnail.jp

Financial request, 8 January 1871

https://egrove.olemiss.edu/aldrichdocs/1039/thumbnail.jp

Order for materials, 28 December 1870

https://egrove.olemiss.edu/aldrichdocs/1414/thumbnail.jp

H. P. Maxwell to W. L. Treadwell, 18 March 1872

https://egrove.olemiss.edu/aldrichcorr_e/1011/thumbnail.jp

Series of experiments for empirical validation of solar gain modelling in building energy simulation codes - experimental setup, test cell characterization, specifications and uncertainty analysis

Empirical validation of building energy simulation codes is an important component in understanding the capacity and limitations of the software. Within the framework of Task 34/Annex 43 of the International Energy Agency (IEA), a series of experiments was performed in an outdoor test cell. The objective of these experiments was to provide a high-quality data set for code developers and modelers to validate their solar gain models for windows with and without shading devices. A description of the necessary specifications for modeling these experiments is provided in this paper, which includes information about the test site location, experimental setup, geometrical and thermophysical cell properties including estimated uncertainties. Computed overall thermal cell properties were confirmed by conducting a steady-state experiment without solar gains. A transient experiment, also without solar gains, and corresponding simulations from four different building energy simulation codes showed that the provided specifications result in accurate thermal cell modeling. A good foundation for the following experiments with solar gains was therefore accomplished

Hard Discs on the Hyperbolic Plane

We examine a simple hard disc fluid with no long range interactions on the two dimensional space of constant negative Gaussian curvature, the hyperbolic plane. This geometry provides a natural mechanism by which global crystalline order is frustrated, allowing us to construct a tractable model of disordered monodisperse hard discs. We extend free area theory and the virial expansion to this regime, deriving the equation of state for the system, and compare its predictions with simulation near an isostatic packing in the curved space.Comment: 4 pages, 3 figures, included, final versio