MaMuCh Publish time 2019-6-7 06:42:17

DSO5102P - Another Frimware Crash Bug: Bode Assistant

Edited by MaMuCh at 2019-6-7 06:48

And here's another system crashing bug:


Software version:      3.40.0 (190125.0)
Hardware version:   1010xffff9108

I wondered how the everywhere acclaimed "Bode Assistant" works. Unfortunately Google didn't come up with any useful inormation. Make no doubt: I know what Bode Plots are and can display them on an a bit tricky way with my FeelTech FY6800 DDS Generator. So I was curious to see whether Hantek's "Bode Assiant" (yes, really spelled that way in the Firmware!) could be an easier way to do that. So...

How to reproduce the problem:
1. Apply a sine signal sweeped with 30Hz in a range of 1MHz to 15Mhz.

2. Apply a ramp signal of 30Hz with 5V p-p, offset 2.5V (as the FY6800's VCO can only work with 0-5V).

3. Press the button "Auto Set".

4. Go to the "Bode Assistant" option by pressing "Utility" - "Page 2" - "Page 3" - "Option..." - "Bode Assiant".

5. Press "F1" to select the option "Open".

Now the System crashes as the screen freezes for two seconds, then it reboots into completely factory defaults. Even the color scheme and all, settinngs are gone.

My goodness!!

Can anyone confirme this problem? Does anyone have information on how this "Bode Assistant" is supposed to work??

Thank you!






MaMuCh Publish time 2019-6-7 08:00:48

Edited by MaMuCh at 2019-6-7 08:36

Here's what I hoped to achieve with the "Bode Assistant" without needing the tricks I use currently with the FY6800:

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

This is the inductive coupling caracteristic from winding to winding of a common mode chocke on a frequency range from 1MHz to 15Mhz.
On channel 2 you see the 30Hz ramp wave that controls the VCO with 0V to 5V.
As the complete sweep is from 1 to 15MHz (thus 14MHz total width), the center line is at precisely 7Mhz and we have ~0.875MHz per division.

The slightly deformed start of the ramp is caused by a thermal problem of my scope... :-(









MaMuCh Publish time 2019-6-7 08:20:02

Here another try to insert images. Above didn't work...

wangshuang Publish time 2019-6-14 11:37:38

Here is the update pacage.Please copy it to flash disk then plug to the USB port to update the firmware by Utility step.It also solved the baseline problem.baseline problem

wangshuang Publish time 2019-6-14 11:49:57

Please give me your mail address,so i can send the update package to you.Or you can contect me,my e-mail address is wangshuang@hantek.com.

surbhi Publish time 2024-3-15 18:24:22

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How to Login WhatsApp Web without scan QR Code on PC / Laptop - login web WhatsApp without scan qr code connect WhatsApp web with mobile number on laptop.

surbhi Publish time 2024-3-15 18:25:13

In this video, learn to download and install How to Install Python 3.12.2 on Windows 10/11 (Latest) . We will also set environment variable and verify the installation.

surbhi Publish time 2024-3-15 18:25:50

Activating Disney+ on various devices using the "Disneyplus.com/begin" method is a straightforward process.

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This article provides step-by-step instructions on how to activate Hulu through Hulu.com/activate using an activation code.
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