Measuring method for resistance of three-terminal resistors used for integrated circuits
A technology of integrated circuits and measurement methods, applied in electrical digital data processing, special data processing applications, instruments, etc., can solve problems such as poor dimensional fit, complex simulation methods, etc., achieve less parameters, improve accuracy, and improve the measurement process. Simple and fast effects
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Embodiment 1
[0068] Such as image 3 As shown, for a diode with a width of 6 μm and a length of 60 μm, when the test temperature is 25° C., the test curve and simulation curve fitting diagram of the “capacitance-voltage” characteristic obtained by the measurement method of the present invention. The abscissa represents voltage in volts; the ordinate represents capacitance in farads. In the figure, 【M】represents the test curve, and 【S】represents the simulation curve. image 3Among them, the root mean square error RMS achieved by fitting the test curve and the simulation curve is 0.731%.
Embodiment 2
[0070] Such as Figure 4 As shown, for a diode with a width of 6 μm and a length of 60 μm, when the test temperature is 25° C., the test curve and simulation curve fitting diagram of the “current-voltage” characteristic obtained by the measurement method of the present invention. The abscissa represents voltage in volts; the ordinate represents current in amperes. In the figure, 【M】represents the test curve, and 【S】represents the simulation curve. Figure 4 Among them, the root mean square error RMS achieved when fitting the test curve and the simulation curve is 1.332%.
Embodiment 3
[0072] Such as Figure 5 As shown, for a three-terminal resistor with a width of 5 μm and a length of 100 μm, at a test temperature of 25°C, V SS When being 0V, -2V and -4V respectively, the three-terminal resistance "resistance—V SD "Characteristics of the test curve and simulation curve fitting diagram. The abscissa represents the voltage V SD , the unit is volts; the ordinate represents the resistance, the unit is ohms. In the figure, 【M】represents the test curve, 【S】represents the simulation curve, RMS【V SS =0V] means V SS When it is 0V, the root mean square error of the test curve and the simulation curve fitting. RMS【V SS =-2V] means V SS When it is -2V, the root mean square error of the test curve and the simulation curve fitting. RMS【V SS =-4V] means V SS When it is -4V, the root mean square error of the test curve and the simulation curve fitting. Figure 5 in, V SS The root mean square error achieved by fitting the test curve and the simulation curve at 0V...
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