Economic Analysis of Sub-Surface Drainage under Indira Gandhi Nahar Priyojna Command Area - A Case Study

This paper has attempted to ascertain whether the sub-surface drainage (SSD) in waterlogged and saline lands of Indira Gandhi Nahar Priyojna Command area is a cost-effective technique. The study has shown that waterlogging adversely affects crop yields. The cost on SSD installation in the command area comes out to be Rs 23767 per hectare. The returns on crop yields before and after the drainage system have been compared. Land utilization has been intensified after the installation of drainage, as a sizeable area of formerly fallow land has been brought under cultivation. The B-C ratio and the NPV have been found as 2.44 and Rs 34275/ha, respectively. The IRR has been found to be 25.88 per cent. These indicators have well established the financial feasibility of the project in the IGNP area.Resource /Energy Economics and Policy,

Optimal relaxed causal sampler using sampled-date system theory

This paper studies the design of an optimal relaxed causal sampler using sampled data system theory. A lifted frequency domain approach is used to obtain the existence conditions and the optimal sampler. A state space formulation of the results is also provided. The resulting optimal relaxed causal sampler is a cascade of a linear continuous time system followed by a generalized sampler and a discrete system

Dielectric breakdown and avalanches at non-equilibrium metal-insulator transitions

Motivated by recent experiments on the finite temperature Mott transition in VO2 films, we propose a classical coarse-grained dielectric breakdown model where each degree of freedom represents a nanograin which transitions from insulator to metal with increasing temperature and voltage at random thresholds due to quenched disorder. We describe the properties of the resulting non-equilibrium metal-insulator transition and explain the universal characteristics of the resistance jump distribution. We predict that by tuning voltage, another critical point is approached, which separates a phase of "bolt"-like avalanches from percolation-like ones.Comment: 4 pages, 3 figure

Fracture strength: Stress concentration, extreme value statistics and the fate of the Weibull distribution

The fracture strength distribution of materials is often described in terms of the Weibull law which can be derived by using extreme value statistics if elastic interactions are ignored. Here, we consider explicitly the interplay between elasticity and disorder and test the asymptotic validity of the Weibull distribution through numerical simulations of the two-dimensional random fuse model. Even when the local fracture strength follows the Weibull distribution, the global failure distribution is dictated by stress enhancement at the tip of the cracks and sometimes deviates from the Weibull law. Only in the case of a pre-existing power law distribution of crack widths do we find that the failure strength is Weibull distributed. Contrary to conventional assumptions, even in this case, the Weibull exponent can not be simply inferred from the exponent of the initial crack width distribution. Our results thus raise some concerns on the applicability of the Weibull distribution in most practical cases