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ANSYS inc mathcad
Memory consumption of the selected calculation methods in <t> Mathcad </t> and ANSYS summed up over 100 independent runs.
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Mathsoft Engineering Education mathcad
Memory consumption of the selected calculation methods in <t> Mathcad </t> and ANSYS summed up over 100 independent runs.
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Image Search Results


Memory consumption of the selected calculation methods in  Mathcad  and ANSYS summed up over 100 independent runs.

Journal: Sensors (Basel, Switzerland)

Article Title: Consistent and Efficient Modeling of the Nonlinear Properties of Ferroelectric Materials in Ceramic Capacitors for Frugal Electronic Implants

doi: 10.3390/s20154206

Figure Lengend Snippet: Memory consumption of the selected calculation methods in Mathcad and ANSYS summed up over 100 independent runs.

Article Snippet: As a result, it was found that the Adams, Bulirsch–Stoer, Backward Differentiation Formula, Radau5 and the fourth-order Runge–Kutta method with adaptive step size and a resolution of 50 k points (Mathcad) and the Adaptive Trapezoid-Euler method with constant step size and a resolution of 500 k points and with an adaptive step size and a resolution between 50 k and 5 M points (ANSYS) are most suitable.

Techniques:

Computing time (hh:mm:ss) of the selected calculation methods in  Mathcad  summed up over 80 independent runs.

Journal: Sensors (Basel, Switzerland)

Article Title: Consistent and Efficient Modeling of the Nonlinear Properties of Ferroelectric Materials in Ceramic Capacitors for Frugal Electronic Implants

doi: 10.3390/s20154206

Figure Lengend Snippet: Computing time (hh:mm:ss) of the selected calculation methods in Mathcad summed up over 80 independent runs.

Article Snippet: As a result, it was found that the Adams, Bulirsch–Stoer, Backward Differentiation Formula, Radau5 and the fourth-order Runge–Kutta method with adaptive step size and a resolution of 50 k points (Mathcad) and the Adaptive Trapezoid-Euler method with constant step size and a resolution of 500 k points and with an adaptive step size and a resolution between 50 k and 5 M points (ANSYS) are most suitable.

Techniques:

Representation of the measured (black) and calculated voltage Uc4 (Mathcad) over time t. . RMS was set to 2.123 V and the coupling factor k between the two inductances, L1 and L2, was set to: ( a ) 1% (red), 2% (green), 3% (blue), 4% (pink); ( b ) 5% (red), 6% (green), 7% (blue); ( c ) 8% (red), 9% (green), 10% (blue).

Journal: Sensors (Basel, Switzerland)

Article Title: Consistent and Efficient Modeling of the Nonlinear Properties of Ferroelectric Materials in Ceramic Capacitors for Frugal Electronic Implants

doi: 10.3390/s20154206

Figure Lengend Snippet: Representation of the measured (black) and calculated voltage Uc4 (Mathcad) over time t. . RMS was set to 2.123 V and the coupling factor k between the two inductances, L1 and L2, was set to: ( a ) 1% (red), 2% (green), 3% (blue), 4% (pink); ( b ) 5% (red), 6% (green), 7% (blue); ( c ) 8% (red), 9% (green), 10% (blue).

Article Snippet: As a result, it was found that the Adams, Bulirsch–Stoer, Backward Differentiation Formula, Radau5 and the fourth-order Runge–Kutta method with adaptive step size and a resolution of 50 k points (Mathcad) and the Adaptive Trapezoid-Euler method with constant step size and a resolution of 500 k points and with an adaptive step size and a resolution between 50 k and 5 M points (ANSYS) are most suitable.

Techniques:

Representation of the measured (black) and calculated voltage (Mathcad) over time t. The voltage Uc2RMS was set to 2.123 V and the coupling factor, k, between the two inductances, L1 and L2, was set to 10%. Linear capacitor C4 (red), nonlinear capacitor C4 (green).

Journal: Sensors (Basel, Switzerland)

Article Title: Consistent and Efficient Modeling of the Nonlinear Properties of Ferroelectric Materials in Ceramic Capacitors for Frugal Electronic Implants

doi: 10.3390/s20154206

Figure Lengend Snippet: Representation of the measured (black) and calculated voltage (Mathcad) over time t. The voltage Uc2RMS was set to 2.123 V and the coupling factor, k, between the two inductances, L1 and L2, was set to 10%. Linear capacitor C4 (red), nonlinear capacitor C4 (green).

Article Snippet: As a result, it was found that the Adams, Bulirsch–Stoer, Backward Differentiation Formula, Radau5 and the fourth-order Runge–Kutta method with adaptive step size and a resolution of 50 k points (Mathcad) and the Adaptive Trapezoid-Euler method with constant step size and a resolution of 500 k points and with an adaptive step size and a resolution between 50 k and 5 M points (ANSYS) are most suitable.

Techniques: