in the first part of this thesis we explored wetting and its dynamics for small droplets. first, we showed how a simple feature of water droplets on a surface, i.e. laplace pressure, can be exploited to build a micropump. we investigated capillary pumping in microchannels both experimentally and numerically. putting two droplets of different sizes at the in/outlet of a microchannel, will ge...

Care for nature has always been a part of the poetry of old and new poets. Nature is either the source of inspiration for the poet's poetry or sles, its beauty and thought-provoking aspects cause the poet's delight and ecstasy and the means of their poetic composition and description. In the views of the contemporary poet, Sohrab Sepehri, nature is not only beautiful, it also has a mystical qua...

today, scouring is one of the important topics in the river and coastal engineering so that the most destruction in the bridges is occurred due to this phenomenon. whereas the bridges are assumed as the most important connecting structures in the communications roads in the country and their importance is doubled while floodwater, thus exact design and maintenance thereof is very crucial. f...

So far, many indicators for evaluation of science, technology and innovation have been presented in various documents in Iran. Also, many indicators have been mentioned in the reports of international organizations. Selection and use of the indicators is difficult for policy makers and researchers because of the abundance and distribution of them in various domestic and international documents ...

abstract: sayyed mohammad tabatabaee is accounted as one of the effective persons in iran contemporaneoushistory and his role in the events of iran constitution revolution is inevitable. sayyed mohammad tabatabaee from the time of naser al din shah qajar and arrival to iran, informed of the advantages and the basis of constitution, was in the thought of making the iran rule as a constituti...

abstract: in this thesis, we focus to class of convex optimization problem whose objective function is given as a linear function and a convex function of a linear transformation of the decision variables and whose feasible region is a polytope. we show that there exists an optimal solution to this class of problems on a face of the constraint polytope of feasible region. based on this, we dev...