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Select a calculator tab at the bottom of this page for assistance with your radio frequency (RF) needs.
Calculators available include Power, VSWR & Return Loss, Frequency & Wavelength,
Attenuation, Directivity, Cable Loss, Masking Effect,
Field Strength, Free Space Loss and Metric Conversions.
Frequency & Wavelength Calculator | |||||||
Enter frequency or wavelength and select units to determine equivalent values. | |||||||
Enter | 150,000 | 2 | |||||
Frequency = | 150.000,000 | Kilohertz (kHz) | |||||
Frequency = | 150,000 | Megahertz (MHz) | |||||
Frequency = | 0,150 | Gigahertz (GHz) | |||||
Wavelength = | 2,000 | Meters (m) | |||||
Wavelength = | 200,000 | Centimeters (cm) | |||||
Wavelength = | 6,562 | Feet (ft) | |||||
Wavelength = | 78,740 | Inches (in) | |||||
1 MHz = 1,000 kHz 1 GHz = 1,000 MHz | |||||||
Wavelength (Meters) = 300 / Frequency (MHz) |
Power Calculator | |||||
Enter power and select units to determine equivalent values. | |||||
Enter | 100,000 | 6 | |||
Power = | 50,000 | dBm | |||
Power = | 100.000.000.000.000,000 | Picowatts (pW) | |||
Power = | 100.000.000.000,000 | Nanowatts (nW) | |||
Power = | 100.000.000,000 | Microwatts (uW) | |||
Power = | 100.000,000 | Milliwatts (mW) | |||
Power = | 100,000 | Watts (W) | |||
Power = | 0,100 | Kilowatts (kW) | |||
1 kW = 1,000 W 1 W = 1,000 mW = 1,000,000 uW | |||||
1 W = 1,000,000,000 nW = 1,000,000,000,000 pW | |||||
Power (dBm) = 10 x Log [ Power (Watts) ] + 30 dB |
VSWR & Return Loss Calculator | |||||||||
Enter forward and reflected power or match to determine equivalent values. | |||||||||
Enter | Forward Power | 2000,00 | Watts | Enter | 1,500 | 1 | |||
Enter | Reflected Power | 4,00 | Watts | = | 1,500 | VSWR | |||
Calculates | VSWR | 1,09 | = | -13,979 | Return Loss (dB) | ||||
Calculates | Return Loss | -26,99 | dB | = | 96,000 | Match Efficiency (%) | |||
Calculates | Match Efficiency | 99,80 | % | = | 0,200 | Rho | |||
Calculates | Rho | 0,04 | |||||||
Enter | Power | 50,00 | Watts | VSWR = Voltage Standing Wave Ratio | |||||
Calculates | Power | 46,99 | dBm | Pf = Forward Power (Watts) | |||||
Pr = Reflected Power (Watts) | |||||||||
Enter | Power | 47,00 | dBm | VSWR = [1+Sqrt(Pr / Pf)] / [1-Sqrt(Pr / Pf)] | |||||
Calculates | Power | 50,12 | Watts | Return Loss (dB) = 10 x Log ( Pr / Pf ) | |||||
Match Efficiency (%) = 100% x (1 - Pr / Pf) | |||||||||
Power (dBm) = 10 x Log [ Power (Watts) ] + 30 dB | Rho = Sqrt ( Pr / Pf ) |
Attenuation Calculator | ||||||||
Enter power or attenuation to determine values. | ||||||||
Enter | Input Power | 50,00 | Watts | Enter | Input Power | 50,00 | Watts | |
Enter | Output Power | 25,00 | Watts | Enter | Attenuation | 3,00 | dB | |
Calculates | Input Power | 46,99 | dBm | Calculates | Input Power | 46,99 | dBm | |
Calculates | Output Power | 43,98 | dBm | Calculates | Output Power | 43,99 | dBm | |
Calculates | Attenuation | 3,01 | dB | Calculates | Output Power | 25,06 | Watts | |
Enter | Power | 50,00 | Watts | Enter | Output Power | 25,00 | Watts | |
Calculates | Power | 46,99 | dBm | Enter | Attenuation | 3,00 | dB | |
Calculates | Output Power | 43,98 | dBm | |||||
Enter | Power | 47,00 | dBm | Calculates | Input Power | 46,98 | dBm | |
Calculates | Power | 50,12 | Watts | Calculates | Input Power | 49,88 | Watts | |
Output Power (dBm) = Input Power (dBm) - Attenuation (dB) | ||||||||
Power (dBm) = 10 x Log [ Power (Watts) ] + 30 dB |
Directivity Error Calculator | ||||||||
Enter directivity, forward power and reflected power to determine directivity errors. | ||||||||
Enter | Directivity of Coupler | 0,050 | dB | Directivity is a measure of the ability of a | ||||
Enter | Forward Power | 100,000 | Watts | directional coupler to discern between the | ||||
Enter | Reflected Power | 4,000 | Watts | forward and reflected traveling wave in a | ||||
Calculates | Forward Power Minimum | 64,184 | Watts | transmission system. | ||||
Calculates | Forward Power Maximum | 143,725 | Watts | |||||
Calculates | Forward Power Min Error | -35,816 | % | Power meters, antenna monitors and | ||||
Calculates | Forward Power Max Error | 43,725 | % | analyzers are coupler based test | ||||
Calculates | Reflected Power Minimum | 0,000 | Watts | equipment which are used to measure | ||||
Calculates | Reflected Power Maximum | 142,626 | Watts | forward and reflected power as well as | ||||
Calculates | Reflected Power Min Error | -100,000 | % | VSWR and return loss. | ||||
Calculates | Reflected Power Max Error | 3465,643 | % | |||||
Calculates | VSWR Minimum | 1,000 | Directivity errors result in measurements | |||||
Calculates | VSWR | 1,500 | which may vary between maximum and | |||||
Calculates | VSWR Maximum | -5,076 | minimum values. | |||||
Calculates | Return Loss Minimum | -Infinity | dB | |||||
Calculates | Return Loss | -13,979 | dB | |||||
Calculates | Return Loss Maximum | 3,468 | dB | |||||
The following is a step-by-step procedure to calculate the results which are displayed above: | ||||||||
Given | Directivity of Coupler | 0,050 | dB | Dir = Directivity of Coupler | ||||
Given | Forward Power | 100,000 | Watts | Pf = Forward Power | ||||
Given | Reflected Power | 4,000 | Watts | Pr = Reflected Power | ||||
Calculates | Directivity Power Ratio | 1 | Directivity Power Ratio = 10 ^ (Dir / 10) | |||||
Calculates | Directivity Forward Power | 3,954 | Watts | Pfd = Pr / Directivity Power Ratio | ||||
Calculates | Directivity Reflected Power | 98,855 | Watts | Prd = Pf / Directivity Power Ratio | ||||
Calculates | Forward Voltage | 70,711 | Volts | Vf = Sqrt (Pf x 50 Ohms) | ||||
Calculates | Reflected Voltage | 14,142 | Volts | Vr = Sqrt (Pr x 50 Ohms) | ||||
Calculates | Directivity Forward Voltage | 14,061 | Volts | Vfd = Sqrt (Pfd x 50 Ohms) | ||||
Calculates | Directivity Reflected Voltage | 70,305 | Volts | Vrd = Sqrt (Prd x 50 Ohms) | ||||
Note, voltage vectors add when in phase or subtract when 180 degrees out of phase with each other | ||||||||
Calculates | Forward Voltage Minimum | 56,650 | Volts | Vf (Min) = Vf - Vfd | ||||
Calculates | Forward Voltage Maximum | 84,772 | Volts | Vf (Max) = Vf + Vfd | ||||
Calculates | Reflected Voltage Minimum | 0,000 | Volts | Vr (Min) = Vr - Vrd (or 0 if Vrd > Vr) | ||||
Calculates | Reflected Voltage Maximum | 84,447 | Volts | Vr (Max) = Vr + Vrd | ||||
Calculates | Forward Power Minimum | 64,184 | Watts | Pf (Min) = (Vf (Min) ^ 2) / 50 Ohms | ||||
Calculates | Forward Power Min Error | -35,816 | % | Error = 100% x (Pf (Min) - Pf) / Pf | ||||
Calculates | Forward Power Maximum | 143,725 | Watts | Pf (Max) = (Vf (Max) ^ 2) / 50 Ohms | ||||
Calculates | Forward Power Max Error | 43,725 | % | Error = 100% x (Pf (Max) - Pf) / Pf | ||||
Calculates | Reflected Power Minimum | 0,000 | Watts | Pr (Min) = (Vr (Min) ^ 2) / 50 Ohms | ||||
Calculates | Reflected Power Min Error | -100,000 | % | Error = 100% x (Pr (Min) - Pr) / Pr | ||||
Calculates | Reflected Power Maximum | 142,626 | Watts | Pr (Max) = (Vr (Max) ^ 2) / 50 Ohms | ||||
Calculates | Reflected Power Max Error | 3465,643 | % | Error = 100% x (Pr (Max) - Pr) / Pr | ||||
Calculates | Rho Minimum | 0,000 | Rho (Min) = Sqrt (Pr (Min) / Pf (Max)) | |||||
Calculates | Rho | 0,200 | Rho = Sqrt (Pr / Pf) | |||||
Calculates | Rho Maximum | 1,491 | Rho (Max) = Sqrt (Pr (Max) / Pf (Min)) | |||||
Calculates | VSWR Minimum | 1,000 | VSWR (Min) = (1 + Rho (Min)) / (1 - Rho (Min)) | |||||
Calculates | VSWR | 1,500 | VSWR = (1 + Rho) / (1 - Rho) | |||||
Calculates | VSWR Maximum | -5,076 | VSWR (Max) = (1 + Rho (Max)) / (1 - Rho (Max)) | |||||
Calculates | Return Loss Minimum | -Infinity | dB | Return Loss (Min) = 10 x Log (Pr (Min) / Pf (Max)) | ||||
Calculates | Return Loss | -13,979 | dB | Return Loss = 10 x Log ( Pr / Pf ) | ||||
Calculates | Return Loss Maximum | 3,468 | dB | Return Loss (Max) = 10 x Log (Pr (Max) / Pf (Min)) |
Cable Loss Calculator | |||||||
Enter cable, jumper, connector and other loss parameters to determine transmission cable system insertion loss. | |||||||
Cable loss is the total insertion loss of your transmission cable system. | |||||||
This typically includes insertion loss of the transmission cable, jumper cables, connectors and lightning protection. | |||||||
Loss of other components (e.g. VSWR/power monitor, duplexer, combiner or filter) may also come into play. | |||||||
Enter | Cable Loss/100 m or ft | 1,13 | dB | Loss per 100 Meters or Feet at Frequency | |||
Enter | Cable Length (m or ft) | 230,00 | m or ft | Length in Meters or Feet | |||
Calculates | Cable Loss | 2,60 | dB | Transmission Cable Insertion Loss | |||
Enter | Top Jumper Loss/100 m or ft | 3,23 | dB | Loss per 100 Meters or Feet at Frequency | |||
Enter | Top Jumper Length (m or ft) | 10,00 | m or ft | Length in Meters or Feet | |||
Calculates | Top Jumper Loss | 0,32 | dB | Top/Antenna Jumper Cable Insertion Loss | |||
Enter | Bottom Jumper Loss/100 m or ft | 3,23 | dB | Loss per 100 Meters or Feet at Frequency | |||
Enter | Bottom Jumper Length (m or ft) | 20,00 | m or ft | Length in Meters or Feet | |||
Calculates | Bottom Jumper Loss | 0,65 | dB | Bottom/Tx Jumper Cable Insertion Loss | |||
Enter | Loss per Connector | 0,05 | dB | Connector Insertion Loss | |||
Enter | Number of Connectors | 8 | Two Connectors per Pair | ||||
Calculates | Connector Loss | 0,40 | dB | Connector Insertion Loss | |||
Enter | Lightning Protection Loss | 0,10 | dB | Lightning Protection Insertion Loss | |||
Enter | VSWR/Power Monitor Loss | 0,00 | dB | VSWR/Power Monitor Insertion Loss | |||
Enter | Other Component Loss | 0,00 | dB | Loss of Combiner, Duplexer, Filter, etc. | |||
Calculates | Total Cable System Loss | 4,07 | dB | Transmission Cable System Insertion Loss |
Masking Effect Calculator | |||||||
Enter cable loss and match or forward and reflected power to determine the masking effect. | |||||||
Enter | Cable Insertion Loss | 0,30 | dB | Antenna measurements taken | |||
Enter | VSWR at Transmitter | 1,50 | at the transmitter end of the cable | ||||
Calculates | VSWR of Antenna | 1,55 | will be masked by the cable loss. | ||||
Enter | Cable Insertion Loss | 0,10 | dB | CL = Cable Insertion Loss | |||
Enter | Return Loss at Transmitter | -14,00 | dB | RLt = Return Loss at Transmitter | |||
Calculates | Return Loss of Antenna | -13,80 | dB | RLa = Return Loss of Antenna = RLt - (2 x CL) | |||
Enter | Cable Insertion Loss | 3,00 | dB | CL = Cable Insertion Loss | |||
Enter | Forward Power at Transmitter | 100,00 | Watts | Pft = Forward Power at Transmitter | |||
Enter | Reflected Power at Transmitter | 4,00 | Watts | Prt = Reflected Power at Transmitter | |||
Calculates | Rho at Transmitter | 0,20 | Rhot = Sqrt (Prt / Pft) | ||||
Calculates | VSWR at Transmitter | 1,50 | VSWRt = (1 + Rhot) / (1 - Rhot) | ||||
Calculates | Return Loss at Transmitter | -13,98 | dB | RLt = 10 x Log (Prt / Pft) | |||
Calculates | Forward Power at Transmitter | 50,00 | dBm | Pft (dBm) = 10 x Log (Pft (Watts)) + 30 Db | |||
Calculates | Forward Power at Antenna | 47,00 | dBm | Pfa (dBm) = Pft (dBm) + CL | |||
Calculates | Reflected Power at Transmitter | 36,02 | dBm | Prt (dBm) = 10 x Log (Prt (Watts)) + 30 dB | |||
Calculates | Reflected Power at Antenna | 39,02 | dBm | Pra (dBm) = Prt (dBm) – CL | |||
Calculates | Forward Power at Antenna | 50,12 | Watts | Pfa (Watts) = 10 ^ ((Pfa (dBm) - 30) / 10) | |||
Calculates | Reflected Power at Antenna | 7,98 | Watts | Pra (Watts) = 10 ^ ((Pra (dBm) - 30) / 10) | |||
Calculates | Rho of Antenna | 0,40 | Rhoa = Rho of Antenna = Sqrt (Pra / Pfa) | ||||
Calculates | VSWR of Antenna | 2,33 | VSWRa = (1 + Rhoa) / (1 - Rhoa) | ||||
Calculates | Return Loss of Antenna | -7,98 | dB | RLa = 10 x Log (Pra / Pfa) |
Field Strength Calculator | |||||||
Enter signal power level, frequency and antenna gain to determine field strength. | |||||||
Enter | Signal Power Level | -30,000 | dBm | The field strength of the signal emitted | |||
Enter | Frequency | 155,000 | MHz | by a radio antenna is usually expressed | |||
Enter | Receive Antenna Gain | 3,000 | dB | in units of microvolts per meter (uV/m). | |||
Calculates | Antenna Factor | 11,007 | dB | ||||
Calculates | Signal Level | 77,000 | dBuV | This may be calculated if the signal power | |||
Calculates | Signal Level | 88,007 | dBuV/m | level (dBm), frequency and the gain of the | |||
Calculates | Field Strength | 0,025 | V/m | receive antenna are known. | |||
Calculates | Field Strength | 25,138 | mV/m | ||||
Calculates | Field Strength | 25.138,057 | uV/m | ||||
Antenna Factor (dB) = 20 Log (Frequency (MHz)) - Antenna Gain (dB) -29.8 | |||||||
Signal Level (dBuV) = Signal Level (dBm) + 107 dB | |||||||
Signal Level (dBuV/m) = Signal Level (dBuV) + Antenna Factor (dB) | |||||||
Field Strength (uV/m) = 10 ^ (Signal Level (dBuV/m) / 20) | |||||||
1 V/m = 1,000 mV/m = 1,000,000 uVm |
Free Space Loss Calculator | |||||||
Enter frequency and distance to determine free space loss. | |||||||
Enter | Frequency | 800,000 | MHz | Free Space Loss is the power loss of a | |||
Enter | Distance | 1,000 | Miles | radio signal as it travels through free space. | |||
Calculates | Free Space Loss | 94,662 | dB | ||||
Losses due to sources such as earth, trees, | |||||||
buildings, cables and connectors as well as | |||||||
Enter | Frequency | 800,000 | MHz | antenna gains are not considered. | |||
Enter | Distance | 1,000 | Kilometers | ||||
Calculates | Free Space Loss | 90,529 | dB | ||||
Free Space Loss (dB) = 36.6 + 20 x Log (Frequency (MHz) x Distance (Miles)) | |||||||
1 Mile = 1.6093 Kilometers |
Metric Conversions | |||||||||||
Enter quantity and select units to determine equivalent values. | |||||||||||
Length | Weight | ||||||||||
Enter | 1,000 | 7 | Enter | 1,000 | 4 | ||||||
= | 160.934,400 | Centimeters (cm) | = | 1.000,000 | Grams (g) | ||||||
= | 63.360,034 | Inches (in) | = | 35,274 | Ounces (oz) | ||||||
= | 5.279,936 | Feet (ft) | = | 2,205 | Pounds (lb) | ||||||
= | 1.759,979 | Yards (yd) | = | 1,000 | Kilograms (kg) | ||||||
= | 1.609,344 | Meters (m) | = | 0,022 | Hundredwt (cwt) | ||||||
= | 1,609 | Kilometers (km) | = | 0,001 | Tons (ton) | ||||||
= | 1,000 | Miles (mi) | = | 0,001 | Tonnes (t) | ||||||
1 in = 2.54 cm 1 m = 3.28 ft 1 mi = 1.6 km | 1 oz = 28.35 g 1 kg = 2.2 lb 1 t = 1.1 ton | ||||||||||
Area | Temperature | ||||||||||
Enter | 1,000 | 4 | Enter | 0,000 | 2 | ||||||
= | 10.000,000 | Square cm | = | 32,000 | Fahrenheit (F) | ||||||
= | 1.550,005 | Square in | = | 0,000 | Celsius (C) | ||||||
= | 10,764 | Square ft | = | 491,690 | Rankine (R) | ||||||
= | 1,000 | Square m | = | 273,150 | Kelvin (K) | ||||||
= | 0,000 | Acres | |||||||||
= | 0,000 | Square km | C = 5/9 (F - 32) | ||||||||
= | 0,000 | Square mi | R = F + 459.69 K = C + 273.15 | ||||||||
1 sq in = 6.45 sq cm 1 sq m = 10.76 sq ft | |||||||||||
1 sq mi = 2.6 sq km | |||||||||||
Volume | |||||||||||
Enter | 2,000 | 4 | |||||||||
= | 2.000,000 | Milliliters (ml) | |||||||||
= | 67,628 | Fluid Oz (fl oz) | |||||||||
= | 2,113 | Quarts (qt) | |||||||||
= | 2,000 | Liters (l) | |||||||||
= | 0,528 | Gallons (gal) | |||||||||
= | 0,071 | Cubic Ft (cu ft) | |||||||||
= | 0,002 | Cubic M (cu m) | |||||||||
1 fl oz = 29.6 ml 1 liter = 1.06 qt | |||||||||||
1 gal = 3.8 liters 1 cu m = 35.3 cu ft |
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