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)
- Yaesu Ft 50r Radio
- Ft 50r Battery
- Ft-50r Programming Software
QSL.NET / Jonathan Adair / Ham Radio / Yaesu FT-50R |
Yaesu FT-50R Programming software question, Rene Campbell FT-50R Programming software question, Alek Petkovic; Previous by Date. Compact Heavy-Duty VHF/UHF Dualband Handheld The FT-50R is manufactured to rigid commercial grade standards, and is the only amateur dual band HT to achieve a MIL-STD 810 rating. FT-50R software mods? Yaesu FT-50R ADMS Software. Linux software for FT-50R?? LOOKING FOR ADMS-1C programmaing software for yeasue ft-50r, 7. FT-50R ADMS SOFTWARE VERSION AND CABLE CONNECTIONS. Where to I find FT-50R freeband software mod? Yaesu FT-50R and ADMS-1c Software Down Loading To Radio. http://liorahuten1989.wikidot.com/blog:14. Yaesu FT-50R and ADMS Software.
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Here you can find general information about the radio, my review of the radio, power-on functions, factory settings menu, bandplans, and links to more information.
General Information
Yaesu Ft 50r Radio
My Review
![Ft 50r Programming Software Ft 50r Programming Software](https://shop.technofix.uk/image/cache/catalog/product-pics/yaesu-4-pole-3.5-prog-wm-900x800.jpg)
Power-On Functions
There are a number of different functions shown below that involve holding one or more buttons down when powering on the radio. The Expanded Receive function sometimes works the same as Reset All function if you are already in Expanded Receive mode. To get into the Factory Settings menu, you must first set the receiver to VFO mode, set VFO A near 144, and set VFO B near 440.
Press | Function |
Knob & PTT | Clone Mode |
Lamp | Display Test |
Lamp & PTT | Toggles Memory-Only Mode |
Knob & Mon | Reset All (After Pressing F) |
Knob & Lamp | Expanded Receive |
Knob & PTT & Lamp | Factory Settings Menu |
MR | Game Mode |
Factory Settings
When you get into the Factory Settings menu, you can use the knob to select the settings shown in the table below. Some of the settings can be changed by simply twirling the knob, but some of them are set by sampling the currently received signal. Beware of changing those settings, as it can be damn hard to get back to the factory setting.
There is a BAND setting, which selects the frequency band plan as shown below, but you will not be able to modify it unless you perform the Freeband Modification. https://downxup964.weebly.com/is-it-ok-to-download-chrome-on-macbook-pro.html. The remaining settings are split into VHF and UHF sets, which you can toggle between with the VFO key on the keypad. The power levels (HIPO, L3PO, L2PO, L1PO) are changed with the knob and should effect the RF output power of the transmitter. There is a High Power Modification that consists of cranking up the HIPO setting and making sure to feed the radio with ample 12 or 13.8 volt power.
The S1LV and S9LV settings appear to be the corresponding signal levels for the signal strength meter. I believe that you could change these levels to make the meter cover a wider range. The HISQ, THSQ and TISQ appear to affect the squelch, but I have not delved into them enough to be certain of their function. Tom clancys splinter cell conviction insurgency pack download for mac.
Item | Value | Method and Range |
BAND | A3-- | knob (Free,F1,A1,B1,C1,D1,H1) |
HSSQ | 0 | knob 0-255 |
THSQ | 121 | signal |
TISQ | 74 | signal |
S1LV | 118 | signal |
S9LV | 208 | signal |
HIPO | 133 | knob 0-255 |
L3PO | 93 | knob 0-255 |
L2PO | 52 | knob 0-255 |
L1PO | 15 | knob 0-255 |
uHSSQ | 0 | knob 0-255 |
uTHSQ | 119 | signal |
uTISQ | 72 | signal |
uS1LV | 133 | signal |
uS9LV | 223 | signal |
uHIPO | 109 | knob 0-255 |
uL3PO | 76 | knob 0-255 |
uL2PO | 43 | knob 0-255 |
uL1PO | 13 | knob 0-255 |
![Ft 50r Programming Software Ft 50r Programming Software](https://i.ebayimg.com/images/g/8xQAAOSwvFZW69Pb/s-l300.jpg)
Frequency Band Plans
Download torch browser for mac. With the Freeband Modification done, you can pick from all thirteen frequency band plans. Without it, you can pick the A1 or A3 band plans. Straight out of the box, the radio should be in the A3 band plan.
Except for the special 'Free' band plan, every band plan has a basic ham-band only version (A1, B1, etc.) and an expanded receive version (A3, B3, etc.).
In the 'Free' band plan, the tuner is allowed to try to tune lower than possible. When this happens, the frequency display blinks. My tuner won't handle receive frequencies below about 72 MHz and transmit frequencies below about 119.56 MHz.
Ft 50r Battery
![Software Software](https://www.valley-ent.com/store/image/cache/catalog/product/yaesu-usb-ftdi-radio-programming-cable-ft-60-vx-1-vx-2-vx-5-rpc-y1-uf-valley-enterprises-811714015002-142-1200x630.jpg)
One important note about the band plan ranges I've shown below is that I checked these with the 'MARS/CAP' modification done. Without this modification, I suspect that the transmit range would always be that of the basic band plan without expanded receive set.
Free | Tx | 050.0000-221.9950 222.0000-299.9875 300.0000-399.9875 400.0000-540.0000 | Rx | 050.0000-221.9950 222.0000-299.9875 300.0000-399.9875 400.0000-540.0000 590.0000-999.0000 |
|
F1 | Tx | 144.0000-146.0000 430.0000-440.0000 | Rx | 144.0000-146.0000 430.0000-440.0000 |
| A1 | Tx | 144.0000-148.0000 430.0000-450.0000 | Rx | 144.0000-148.0000 430.0000-450.0000 |
| B1 | Tx | 144.0000-146.0000 430.0000-440.0000 | Rx | 144.0000-146.0000 430.0000-440.0000 |
|
F3 | Tx | 120.0000-221.9875 320.0000-399.9875 400.0000-499.9995 | Rx | 076.0000-221.9875 222.0000-299.9875 300.0000-399.9875 400.0000-540.0000 590.0000-999.0000 |
| A3 | Tx | 140.0000-174.0000 420.0000-470.0000 | Rx | 076.0000-199.9950 300.0000-399.9875 400.0000-540.0000 590.0000-823.9875 849.0000-868.9875 894.0000-999.0000 |
| B3 | Tx | 140.0000-174.0000 420.0000-470.0000 | Rx | 076.0000-221.9875 222.0000-299.9875 300.0000-399.9875 400.0000-540.0000 590.0000-999.0000 . |
|
C1 | Tx | 144.0000-146.0000 430.0000-440.0000 | Rx | 144.0000-146.0000 430.0000-440.0000 |
| D1 | Tx | 144.0000-146.0000 432.0000-438.0000 | Rx | 144.0000-146.0000 432.0000-438.0000 |
| H1 | Tx | 144.0000-148.0000 430.0000-450.0000 | Rx | 144.0000-148.0000 430.0000-450.0000 |
|
C3 | Tx | 140.0000-174.0000 420.0000-470.0000 | Rx | 076.0000-221.9875 222.0000-299.9875 300.0000-399.9875 400.0000-540.0000 590.0000-999.0000 |
| D3 | Tx | 144.0000-146.0000 432.0000-438.0000 | Rx | 076.0000-221.9875 222.0000-299.9875 300.0000-399.9875 400.0000-540.0000 590.0000-999.0000 |
| H3 | Tx | 144.0000-148.0000 430.0000-450.0000 | Rx | 076.0000-221.9875 222.0000-299.9875 300.0000-399.9875 400.0000-540.0000 590.0000-999.0000 |
|
Links to More Information
Ft-50r Programming Software
The Yaesu FT-50R Information page has pictures, modifications, and lots of information culled from the rec.radio.amateur.equipment newsgroup.
The Yaesu company site has specifications and information about the FT-50R and other ham gear as well as information about their Vertex VX-10 commercial dual-bander, which is very similar to the FT-50R.
Last Updated 07/19/1997 - Contact me 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)