Stockpiling Tall Fescue in the Mid-Latitude Region of the Eastern United States

Stockpiling grass is a method of growing forage for deferred grazing during winter. Tall fescue is the best adapted cool-season perennial grass available in the mid-latitude of the eastern United States (US) for stockpiling (accumulating growth of) forage for deferred grazing in the fall and winter. Thus it can provide much of the fall and winter feed for livestock. Grazing stockpiled tall fescue reduces winter feeding cost and better distributes nutrients compared to traditional hay feeding methods. This presentation focuses on how to stockpile tall fescue, how to graze stockpiled tall fescue, and benefits of stockpiled tall fescue compared to hay

Theory of Ostwald ripening in a two-component system

When a two-component system is cooled below the minimum temperature for its stability, it separates into two or more immiscible phases. The initial nucleation produces grains (if solid) or droplets (if liquid) of one of the phases dispersed in the other. The dynamics by which these nuclei proceed toward equilibrium is called Ostwald ripening. The dynamics of growth of the droplets depends upon the following factors: (1) The solubility of the droplet depends upon its radius and the interfacial energy between it and the surrounding (continuous) phase. There is a critical radius determined by the supersaturation in the continuous phase. Droplets with radii smaller than critical dissolve, while droplets with radii larger grow. (2) The droplets concentrate one component and reject the other. The rate at which this occurs is assumed to be determined by the interdiffusion of the two components in the continuous phase. (3) The Ostwald ripening is constrained by conservation of mass; e.g., the amount of materials in the droplet phase plus the remaining supersaturation in the continuous phase must equal the supersaturation available at the start. (4) There is a distribution of droplet sizes associated with a mean droplet radius, which grows continuously with time. This distribution function satisfies a continuity equation, which is solved asymptotically by a similarity transformation method

On conjectures of Hovey-Strickland and Chai

We prove the height two case of a conjecture of Hovey and Strickland that provides a $K(n)$-local analogue of the Hopkins--Smith thick subcategory theorem. Our approach first reduces the general conjecture to a problem in arithmetic geometry posed by Chai. We then use the Gross--Hopkins period map to verify Chai's Hope at height two and all primes. Along the way, we show that the graded commutative ring of completed cooperations for Morava $E$-theory is coherent, and that every finitely generated Morava module can be realized by a $K(n)$-local spectrum as long as $2p-2>n^2+n$. Finally, we deduce consequences of our results for descent of Balmer spectra

The Effectiveness of Data Representation Characteristics on User Validation

Many different data modelling or representation schemes have been used or proposed. One important use of such data representations is to communicate the data content of a proposed system design to users: the user validation task. The effects of the characteristics of four such data models on user comprehension were investigated in a controlled laboratory experiment. The results showed that the two primarily graphical representations were more understandable than two alternatives for most of a set of tasks designed to simulate user validation. There were some preliminary indications that the graphical or semantic data models led to more systematic data modelling behavior. Relational models did out-perform graphical models with respect to relationship identifier recognition. Additional research is discussed that will more fully explore the role of data representations in systems development. The results of this experiment are also be applicable to end-user computing

Measurements and Simulation Studies of Piezoceramics for Acoustic Particle Detection

Calibration sources are an indispensable tool for all detectors. In acoustic particle detection the goal of a calibration source is to mimic neutrino signatures as expected from hadronic cascades. A simple and promising method for the emulation of neutrino signals are piezo ceramics. We will present results of measruements and simulations on these piezo ceramics.Comment: 5 pages, 5 figure

On the search for the chiral anomaly in Weyl semimetals: The negative longitudinal magnetoresistance

Recently, the existence of massless chiral (Weyl) fermions has been postulated in a class of semi-metals with a non-trivial energy dispersion.These materials are now commonly dubbed Weyl semi-metals (WSM).One predicted property of Weyl fermions is the chiral or Adler-Bell-Jackiw anomaly, a chirality imbalance in the presence of parallel magnetic and electric fields. In WSM, it is expected to induce a negative longitudinal magnetoresistance (NMR), the chiral magnetic effect.Here, we present experimental evidence that the observation of the chiral magnetic effect can be hindered by an effect called "current jetting". This effect also leads to a strong apparent NMR, but it is characterized by a highly non-uniform current distribution inside the sample. It appears in materials possessing a large field-induced anisotropy of the resistivity tensor, such as almost compensated high-mobility semimetals due to the orbital effect.In case of a non-homogeneous current injection, the potential distribution is strongly distorted in the sample.As a consequence, an experimentally measured potential difference is not proportional to the intrinsic resistance.Our results on the MR of the WSM candidate materials NbP, NbAs, TaAs, TaP exhibit distinct signatures of an inhomogeneous current distribution, such as a field-induced "zero resistance' and a strong dependence of the `measured resistance" on the position, shape, and type of the voltage and current contacts on the sample. A misalignment between the current and the magnetic-field directions can even induce a "negative resistance". Finite-element simulations of the potential distribution inside the sample, using typical resistance anisotropies, are in good agreement with the experimental findings. Our study demonstrates that great care must be taken before interpreting measurements of a NMR as evidence for the chiral anomaly in putative Weyl semimetals.Comment: 13 pages, 6 figure

Deer--from field to table

"One of the problems facing a deer hunter is what to do with the deer after it is killed. Most hunters want a trophy as well as the meat. Deer meat, or venison, is nutritious and as versatile as beef; however, the eating quality or acceptability is greatly influenced by the hunter's actions immediately after the deer is killed. The hunter needs a sharp hunting knife with at least a four-inch blade, some strong twine or string, and a nylon or other strong rope for hanging or transporting the carcass."--First page.W.C. Stringer, Viola Smith, H.D. Naumann (Department of Food Science and Nutrition, College of Agriculture)Reviewed and reprinted 8/87/10

Deer-from field to table

W. C. Stringer, Viola Smith, and H. D. Naumann (Food Science and Nutrition Department, College of Agriculture)Revised 11/81/10

Deer-from field to table

W. C. Stringer, Viola Smith, and H. D. Naumann (Food Science and Nutrition Department, College of Agriculture)New 12/7