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mexlefirst_public:rectangular-to-triangle_signal_conversion_integrator [2026/08/11 14:43] – feharstmexlefirst_public:rectangular-to-triangle_signal_conversion_integrator [2026/08/14 16:40] (current) – feharst
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 +<wrap #nugg-rect-to-tri-int>
 =====Rectangular-to-Triangle Signal Conversion - Integrator===== =====Rectangular-to-Triangle Signal Conversion - Integrator=====
  
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 ====Experimental Tasks==== ====Experimental Tasks====
  
-wrap #tasks+<span #tasks>
  
 <wrap #setup> <wrap #setup>
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   - [task-type-oscilloscope] Build the circuit on the MEXLE-board. **Please use the level shifting circuit at the input of the circuit.** Make sure that the jumper at the bottom of the op-amp is set to the left so that the op-amp is supplied with +/- 3V. Connect channel 1 on the oscilloscope to $U_\mathrm{e}$ and channel 2 to TR. Connect the function generator to the $U_\mathrm{e}$ input. Set to square wave (bipolar) with a frequency of 3kHz and a voltage of 3 V (amplitude). Switch on the power supply. Take a photo of the oscilloscope screen image. \\ \\ \\ **C1 = 10 nF, f = 3 kHz**\\ \\ <wrap left>{{drawio>mexlefirst_public:oscilloscope_screen.svg}}</wrap>\\ \\ \\ Channel 1: $\frac {Volt}{Div}=$\\ \\ Channel 2: $\frac {Volt}{Div}=$\\ \\ \\ Time basis: $\frac {T}{Div}=$\\ \\ \\ \\ \\ \\ \\ \\ \\    - [task-type-oscilloscope] Build the circuit on the MEXLE-board. **Please use the level shifting circuit at the input of the circuit.** Make sure that the jumper at the bottom of the op-amp is set to the left so that the op-amp is supplied with +/- 3V. Connect channel 1 on the oscilloscope to $U_\mathrm{e}$ and channel 2 to TR. Connect the function generator to the $U_\mathrm{e}$ input. Set to square wave (bipolar) with a frequency of 3kHz and a voltage of 3 V (amplitude). Switch on the power supply. Take a photo of the oscilloscope screen image. \\ \\ \\ **C1 = 10 nF, f = 3 kHz**\\ \\ <wrap left>{{drawio>mexlefirst_public:oscilloscope_screen.svg}}</wrap>\\ \\ \\ Channel 1: $\frac {Volt}{Div}=$\\ \\ Channel 2: $\frac {Volt}{Div}=$\\ \\ \\ Time basis: $\frac {T}{Div}=$\\ \\ \\ \\ \\ \\ \\ \\ \\ 
   - [task-type-freetext] Compare your measurement with the calculation from part 2 and the forecast from part 3. Explain your result.    - [task-type-freetext] Compare your measurement with the calculation from part 2 and the forecast from part 3. Explain your result. 
- +</span> 
 +</wrap>
 ====Test Questions - Integrator==== ====Test Questions - Integrator====