Help with calcs for the safety rules QO-100
Posted: Mon Mar 15, 2021 12:37 pm
I am not wishing to start a debate over the proposed risk assessments required for Amateur use, so please can we keep that out of this thread.
I need to relocate my dish from it's present position, it's not the best thing to look out the patio doors and see my dish standing within 2 metres. So with the advent of better weather ahead, I am looking at where I can place it, so consideration of the new proposals might as well be made at the same time. One seems to require some better method then the proposed Ofcom spreadsheet, but I have used that for safe distances at 2410 MHz.
So I am hoping that within this thread I can get a better understanding of how things may be calculated and presented, which in turn may help others as well as myself.
I have a 1.05 metre dish (actual 1.05 wide 1.15 tall elliptical off set dish) From an on-line calculator the dish has a gain of 27 dB at 2410 MHz 0.7 efficiency, ( compared to an isotropic ).
From a bandwidth on-line calculator the 3 dB beam-width is 7.5 degrees (+/-3.75) and is 9 dB down at 13 degrees beam-width (+/- 6.5). It does not go less than this due to errors getting to be too much and also side-lobes can be a concern.
Using a checked Bird Thru line my r.m.s. power is 33 Watts.
So putting everything into dBm for ease at this point. 33 Watts is +45.2 dBm(i) The direct beam gain would be 27 dB so that would be a power level of 72.2 dBm
Now considering the 9 dB down beam-width as the best I can get from a calculator at +/- 6.5 degrees = 63.2 dBm
72.2 dBm would be equivalent to 16.6 KW Safe distance is 18.39 metres.
63.2 dBm would be equivalent to 2.09 KW Safe distance is 6.53 metres.
So I turned to a simple CAD drawing package to get ideas down into my head.
My centre of the dish is at 1.5 metres from the ground, the elevation to the sat is 23.5 degrees, so I have drawn lines for that and also the 9 dB down beam-width. I have also assumed a person at 1.85 metres tall.
At first I was way off on my ideas, but included here so others do not make the mistake I did. The first idea gave me a safe distance of over 23.5 metres which was more than standing in the direct beam, so I had a rethink: -
In the second half of the image, I am basically saying that if the top of the person is not within the -9 dB beam-width the safe distance is going to be 6.53 metres, and even at that distance I could actually have 1.57 metres clearance from the -9 dB beam to the head of a person, but can not back that up with any calculations.
How to account for 10 minute periods rather than 6 minutes of constant transmit I am not sure.
I would appreciate comments to see if anyone thinks I am on the correct or wrong track with this.
Adrian
references:
https://www.rapidtables.com/convert/pow ... to_dB.html
https://www.rapidtables.com/convert/pow ... _Watt.html
https://www.everythingrf.com/rf-calcula ... tenna-gain
https://www.satsig.net/pointing/antenna ... ulator.htm
I need to relocate my dish from it's present position, it's not the best thing to look out the patio doors and see my dish standing within 2 metres. So with the advent of better weather ahead, I am looking at where I can place it, so consideration of the new proposals might as well be made at the same time. One seems to require some better method then the proposed Ofcom spreadsheet, but I have used that for safe distances at 2410 MHz.
So I am hoping that within this thread I can get a better understanding of how things may be calculated and presented, which in turn may help others as well as myself.
I have a 1.05 metre dish (actual 1.05 wide 1.15 tall elliptical off set dish) From an on-line calculator the dish has a gain of 27 dB at 2410 MHz 0.7 efficiency, ( compared to an isotropic ).
From a bandwidth on-line calculator the 3 dB beam-width is 7.5 degrees (+/-3.75) and is 9 dB down at 13 degrees beam-width (+/- 6.5). It does not go less than this due to errors getting to be too much and also side-lobes can be a concern.
Using a checked Bird Thru line my r.m.s. power is 33 Watts.
So putting everything into dBm for ease at this point. 33 Watts is +45.2 dBm(i) The direct beam gain would be 27 dB so that would be a power level of 72.2 dBm
Now considering the 9 dB down beam-width as the best I can get from a calculator at +/- 6.5 degrees = 63.2 dBm
72.2 dBm would be equivalent to 16.6 KW Safe distance is 18.39 metres.
63.2 dBm would be equivalent to 2.09 KW Safe distance is 6.53 metres.
So I turned to a simple CAD drawing package to get ideas down into my head.
My centre of the dish is at 1.5 metres from the ground, the elevation to the sat is 23.5 degrees, so I have drawn lines for that and also the 9 dB down beam-width. I have also assumed a person at 1.85 metres tall.
At first I was way off on my ideas, but included here so others do not make the mistake I did. The first idea gave me a safe distance of over 23.5 metres which was more than standing in the direct beam, so I had a rethink: -
In the second half of the image, I am basically saying that if the top of the person is not within the -9 dB beam-width the safe distance is going to be 6.53 metres, and even at that distance I could actually have 1.57 metres clearance from the -9 dB beam to the head of a person, but can not back that up with any calculations.
How to account for 10 minute periods rather than 6 minutes of constant transmit I am not sure.
I would appreciate comments to see if anyone thinks I am on the correct or wrong track with this.
Adrian
references:
https://www.rapidtables.com/convert/pow ... to_dB.html
https://www.rapidtables.com/convert/pow ... _Watt.html
https://www.everythingrf.com/rf-calcula ... tenna-gain
https://www.satsig.net/pointing/antenna ... ulator.htm