Plasma blackbody radiator optical power.

This is how to generate and transfer 50,000,000 W/m2 at 5600K without even getting the reactor components hot.

https://brilliantlightpower.com/september-8-ran-tests-on-station-2/

SunCells® are modular autonomous electrical power systems that can be ganged to any aggregate nameplate capacity.  The breakthrough engineering of generating black body radiation at a temperature comparable to that of the surface of the Sun with optical power transfer enables extraordinary power densities.  In the limit, the plasma would contact reactor and dome components and cause them to vaporize.  That limit is set by the dimensions of the plasma containment and light transmission dome wherein the hydrino reaction is localized in the center by the chemistry and physics of the hydrino reaction and the engineering of the SunCell® systems.  Theoretical maximum SunCell® powers as a function of the dome radii at the temperature extrema of 5600K and 3000K are given in Tables 1 and 2, respectively.

Table 1.  The theoretical maximum SunCell® power as a function of dome radius less than 3 inches comprising a 6 inch diameter x 6 inch height, 2.78 liter volume quartz optical power transmission dome for plasma at the blackbody limit temperature of 5600K corresponding to an irradiance of 56 MW/m2 and an emissivity of 1.

Radius
(in)

Area
(in2)

Area
(m2)

Powera
(kW)

Power Density
(kW/l)

0.5

3.1

0.0020

114

40.8

1

12.6

0.0081

454

163.3

1.5

28.3

0.0182

1022

367.5

2

50.3

0.0324

1816

653.3

2.5

78.5

0.0507

2838

1020.7

3

113.1

0.0730

4086

1469.8

a Irradiance calculated using the Stefan Boltzmann equation performed at https://www.spectralcalc.com/blackbody_calculator/blackbody.php

Table 2.  The theoretical maximum SunCell® power as a function of radius less than 3 inches comprising a 6 inch diameter x 6 inch height, 2.78 liter volume quartz optical power transmission dome for plasma at the blackbody limit temperature of 3000K corresponding to an irradiance of 4.6 MW/m2 and an emissivity of 1.

Radius
(in)

Area
(in2)

Area
(m2)

Powera
(kW)

Power Density
(kW/l)

0.5

3.1

0.0020

9

3.4

1

12.6

0.0081

37

13.4

1.5

28.3

0.0182

84

30.2

2

50.3

0.0324

149

53.7

2.5

78.5

0.0507

233

83.8

3

113.1

0.0730

336

120.7

a Irradiance calculated using the Stefan Boltzmann equation performed at https://www.spectralcalc.com/blackbody_calculator/blackbody.php