UNSW: Remote quantum entanglement of nuclear qubits

Acknowledgement: Lesson is derived from the transcript of video/s created by UNSW University
Learning Objectives
  1. Understand the challenge of environmental noise in maintaining quantum information.
  2. Identify the properties of phosphorus nuclei in silicon that make them ideal qubits.
  3. Explain the role of electrons in facilitating communication between distant nuclear spins.
  4. Describe the concept of 'probability clouds' and how they enable quantum entanglement.
  5. Analyze how this breakthrough supports the scalability of quantum computer architecture.
Key Topics

The Noise Problem and the Phosphorus Solution

One of the biggest hurdles in building a functional quantum computer is 'noise'—interference from the environment that disrupts the delicate state of quantum bits (qubits). To solve this, scientists use the nucleus of a phosphorus atom implanted inside a silicon chip. The phosphorus nucleus is exceptionally good at isolating itself from external noise, making it a stable vessel for quantum information. However, this stability creates a paradox: the better a qubit is at hiding from noise, the harder it is for it to 'talk' or interact with other qubits, which is necessary for computation.

Further Inquiry

Australian research institutions are global leaders in silicon-based quantum computing, specifically utilizing phosphorus atoms.

Search Terms
  • "Silicon quantum computing Australia"
  • "Phosphorus atom qubits"
  • "Quantum decoherence and noise"

Bridging the Gap: The Electronic Telephone

To perform calculations, qubits must communicate. Previously, phosphorus nuclei had to be placed extremely close together to interact. A new breakthrough allows them to communicate over much larger distances—relative to their size, comparable to the distance between Sydney and Boston. This is achieved by attaching an electron to each nucleus, acting as an 'electronic telephone.' In quantum physics, electrons are not just particles but exist as 'clouds of probability.' These clouds can stretch far from the nucleus. By allowing the probability clouds of two distinct electrons to touch slightly, the information from one nucleus can be transmitted to another, creating an entangled state even when the nuclei are physically far apart.

Further Inquiry

Universities and research centres in Australia often publish findings on electron spin resonance and quantum interconnects.

Search Terms
  • "Electron spin resonance quantum computing"
  • "Quantum entanglement electrons"
  • "Hyperfine interaction silicon"

Scaling Up: Towards Millions of Qubits

The ability to entangle nuclei that are not immediately adjacent is a game-changer for manufacturing quantum computers. If atoms must be placed with atomic precision right next to each other, building a chip with millions of qubits is nearly impossible. By using the 'electronic telephone' method, the atoms can be spaced further apart, making the architecture scalable. This spacing allows for the insertion of intermediate couplers and control lines necessary to manage the qubits. This development is a critical step toward creating large-scale quantum processors capable of solving complex problems beyond the reach of today's supercomputers.

Further Inquiry

Commercial entities and government bodies in Australia are actively investing in the manufacturing and scaling of quantum hardware.

Search Terms
  • "Scalable quantum architecture"
  • "Quantum computer manufacturing challenges"
  • "Kane quantum computer"
Knowledge Check
Quiz Progress Score: 0 / 10
1. What is the primary reason scientists do not yet have large-scale, error-free quantum computers?
2. Which element's nucleus is used in the silicon chip described in the lesson?
3. What makes the phosphorus nucleus an ideal building block for a quantum computer?
4. What is the downside of the phosphorus nucleus being so good at isolation?
5. What analogy is used to describe the relative distance over which the nuclei can now communicate?
6. What acts as the 'telephone' allowing the nuclei to communicate?
7. How do electrons extend their influence to connect with one another?
8. What quantum phenomenon is achieved when the electron probability clouds touch?
9. Why is the ability to space atoms further apart important?
10. In the new method, are the two nuclei coupled to the same single electron?
Question 1 of 10