[PDF] Top 20 Development of Mathematical Model and Stability Analysis for UAH

... n order to successfully control an unmanned aerial helicopter (UAH), a mathematical model is generally developed based on either Newton’s laws of motion or the Euler-Lagrange equation for motion. ... See full document

... 18, and nearly half by the age of 20 years. To realise the SDGs in Kenya, it is important to reduce the number of teenage pregnancies in the country. When adolescent girls grow up healthy, and are able to go school, they ... See full document

... simple mathematical algorithm for the tangent curve mathematical model ...and mathematical knowledge, the development of the tangent curve mathematical model takes into ... See full document

... via mathematical analysis, the author has established a mathematical model to study the stability of the structure in the aerodynamic flux that moves ... See full document

... transmission model can take place by dis- crete steps and continuous ...This model is analyzed by using the theory of both differential and difference equations to show the spread of HIV/AIDS in a homogeneous ... See full document

... (STD) model. In addition, it was discussed that stability and generality of this new ...the stability of the proposed CAE model is given by the following ...asymptotically stability is ... See full document

... ical analysis for the global stability problem at the disease-free equilibrium and endemic equilib- rium of an mathematical model for hepatitis B virus infection with tow controls: vaccination ... See full document

... The study of viral dynamics of HIV/AIDS has resulted in a deep understand- ing of host-pathogenesis of HIV infection from which numerous mathemati- cal modeling have been derived. Most of these models are based on ... See full document

... the model are identified and mathematical analysis pertaining to their stability is conducted using Routh – Hurtiz ...the model is carried out using ode45 of MATLAB: Rung – Kutta order ... See full document

... of stability is concerned, in part, with the determination of the critical values, if any, of the flow parameters which distinguish the two different regimes associated with the answer to the above ... See full document

... compartmental model, with human sus- ceptible-infective-removed-susceptible (sirs) model and vector susceptible-infective (si) model, [3-5] was used to examine the dynamical behaviour of the spread ... See full document

... of analysis show that the amount of drug was in good agreement with the label claim of the ...linear-regression analysis showed a linear relationship between peak areas and concentrations in the range of ... See full document

... The stress conditions should include the effect of temperature, humidity, light, oxidizing agents and susceptibility across a wide range of pH values. The aim of the current study was to study the degradation behavior of ... See full document

... the stability problems of functional equations. The stability phenomenon that was introduced and proved by Rassias is called the generalized Hyers-Ulam ...The stability problems of several functional ... See full document

... the mathematical model for calculation of the melting rate in welding with a multiple-wire electrode is accurate enough for practical ...the model is the fact that four different coefficients should ... See full document

... For testing linearity seven calibration standards were prepared in the range of 5 to 100 µg/mL (5, 10, 20, 40, 60, 80 and 100 µg/mL). Standard curve was obtained by plotting peak area against concentration and the ... See full document

... the stability of the orthogonality preserving property in the class of map- pings phase-equivalent to linear or conjugate-linear ...considered stability and the stability of the Wigner ... See full document

... Hyers-Ulam stability of different functional equations in random normed spaces, RN- spaces and fuzzy normed spaces has been recently studied in, Alsina 44, Mirmostafaee, Mirzavaziri and Moslehian 33, 45–47, Mihet¸ ... See full document

... The Hyers-Ulam-Rassias stability problem for the quadratic functional equation 1.3 was proved by Skof for mappings f : A → B, where A is a normed space and B is a Banach space see 14. Cholewa 15 noticed that the ... See full document

... on stability of equation g ax a s gx a, s ∈ N, a ≥ 2 in random normed spaces and derive from it results on stability of equation f4x 10f2x − ...Ulam-Hyers stability for the general mixed ... See full document