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Digital voltmeters generally have a higher order of accuracy than analogue instruments.
for the fourth order of accuracy difference problem (2.4).
Hence, the second order of accuracy difference scheme is more accurate comparing with the first order of accuracy difference scheme.
Numerical results confirm the designed fourth order of accuracy.
The methods can be designed for arbitrary order of accuracy.
The order of accuracy is increased for each additional iteration.
The order of accuracy is demonstrated computationally rather than theoretically.
Hence, the approximation of the solutions relies heavily on the order of accuracy of the matching operator, as well as on the order of accuracy of the subsystems.
Therefore, the results indicate that the second order of accuracy difference scheme is more accurate than the first order of accuracy difference scheme.
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A brief discussion on extending the method to arbitrary order-of-accuracy is included.
Verification results demonstrate the expected order-of-accuracy for the stabilized FE discretization.
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