Concept:
DSB-SC stands for:
\[
\text{Double Sideband Suppressed Carrier}
\]
In DSB-SC modulation:
• The carrier component is suppressed.
• Only upper and lower sidebands are transmitted.
• Power efficiency improves because carrier power is not transmitted.
To generate DSB-SC signals, the modulating signal and carrier signal are multiplied together using a balanced modulator.
A balanced modulator:
• Cancels the carrier component
• Produces only sideband frequencies
• Acts as a product modulator
Step 1: Understand DSB-SC modulation.
The standard DSB-SC signal is:
\[
s(t)=A_cm(t)\cos \omega_ct
\]
where:
• \(m(t)\) is message signal
• \(\cos \omega_ct\) is carrier
Notice that:
• Carrier alone does not appear separately.
• Only the product term exists.
Hence, carrier suppression is required.
Step 2: Analyze the balanced modulator.
A balanced modulator performs multiplication of:
\[
m(t)\times \cos \omega_ct
\]
while simultaneously cancelling the pure carrier component.
Therefore:
• Upper sideband is generated
• Lower sideband is generated
• Carrier is suppressed
Thus, balanced modulators are specifically designed for DSB-SC generation.
Step 3: Analyze the incorrect options.
• Diode detector is used for AM demodulation.
• Envelope detector is also used for AM detection, not DSB-SC generation.
• Mixer can perform frequency translation but balanced modulators are the standard answer for DSB-SC generation.
Hence, these are incorrect choices.
Step 4: Write the final answer.
Therefore, DSB-SC signals are generated using:
\[
\boxed{\text{Balanced Modulator}}
\]
Hence, the correct option is:
\[
\boxed{(B)\ \text{Balanced modulator}}
\]