Where is Antiparos Greece? Click to enlarge the map Hollywood stars, royalty, and rock stars spend days in a laidback atmosphere on Antiparos. In recent years Antiparos has acquired a “secret getaway” factor for those who do not want to be disturbed. For millennia, the island has been inhabited by humans – Greeks, pirates, Venetians, and Turks. It is also in the southern part of Antiparos you will find one of the most celebrated caves in Greece. Having left the main village and port, called Antiparos you will find a quiet countryside with several good beaches, Psaralyki near town and to the south Glyfa and Soros. Where is Antiparos Greece? Paros and Antiparos Map How Big is Antiparos? How to Reach Antiparos? What does “Antiparos” mean? Why to Visit Antiparos? Antiparos Beach Guide Antiparos – What to See? Cave of Antiparos Villages in Antiparos Antiparos – What to Do? Cultural Festivals in Antiparos Weather and Climate in Antiparos Archaeology in Antiparos Saliangos Islet Fishingboat – Photo by Alex Voulgaris Antiparos boasts stunning beaches and a crystal-clear sea perfect for scuba diving with reefs, wrecks, and caverns. As soon as you cross over you feel a distinct slowing down in the pace of things. Only a short ferry ride away from Paros you can cross over on a day trip or stay a few days. The same results are also plotted in the images below.The small and charming island of Antiparos lies offshore from Paros. Predifined Scilab function for interpolationĪfter running the Scilab instruction above, we’ll have displayed in the Scilab console: Interpolation Interpolated Real RelativeĪs you can see, the relative error of the interpolation is less than 2%. Mprintf("%s \t\t %s \t\t %s \t\t %s \n", "Interpolation", "Interpolated", "Real", "Relative") Legend("actual","sample points","interpolated points",2) Using a Scilab script, we are going to evaluate the interpolation function for the following angles α ( x values): 5, 15, 25, 35, 45, 55, 65, 75, 85. Evaluate the interpolation function for several input values and check the relative error. The above Scilab instructions will need to be saved in a file called lininterp1d.sci and loaded into the Scilab workspace before calling it. function =lininterp1d(axis,map,x)Įlseif ((x > axis(i)) & (x < axis(i + 1))) The output of the function will be y, which is the value of the function in the x point. x: point in which the function will be evaluated.axis: which is an array containing the xN points.The linear interpolation function will have 3 arguments: Define the interpolation function, which is going to use the sample data points and for any give angle, between 0 and 90, will return the sinus of the angle.įor this particular example, we are going to use Scilab for the definition of the interpolation function lininterp1d(axis, map, x). Define the sample data points for the function: x = α Replace the trigonometrical function sin(α), for α between 0° and 90°, with a set of data points, with an relative error less than 2%. One way to overcome this is to sample the trigonometrical function in different points and used linear interpolation to find its value for any given input.Įxample. It’s often the case that embedded applications do not have predefined trigonometrical functions but they are still used in internal calculations. Let’s take as an example the trigonometrical function sin(α). Between these points, the linear interpolation method is applied to estimated the output y of the function for a given input x. Image: Linear interpolation based on a set of data pointsĪ function y(x) can be approximated on a fixed interval by taking several sample points.
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