Lecture 15: Inertial Confinement Fusion Lecturer: Dirk O. Gericke

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Presentation transcript:

Lecture 15: Inertial Confinement Fusion Lecturer: Dirk O. Gericke Physics of Fusion Lecture 15: Inertial Confinement Fusion Lecturer: Dirk O. Gericke

Two Different Ways to Fusion Lawson Criterion: must be achieved Temperature must be around T = 6 ... 15 eV Two ways to fulfil Lawson criterion: First solution (magnetically confined plasmas): increase confinement time Other solution (inertial confinement fusion - ICF): increase density of fusion plasma Many similarities, but a few decisive differences!

Inertial Confinement Fusion Concept

Plasma Conditions During ICF Before compression and ignition Density: solid DT ice at 0.225 g/cm3 and gas Temperature: few Kelvin During the burn phase Density: 300 to 1000 times liquid density 300 to 1000 g/cm3 ≈ 1026 cm-3 Temperature: around 10.000.000 K or 10 keV Pressure: around 1012 bar Confinement time needed: around 200 ps

Calculating the ‘Confinement’ Time Consider homogeneous sphere of DT-fuel at t=0 with Radius R(t) and constant temperature and density Sphere ‘explodes’ with sound speed cs = (2 kBT/ M)½ (fastest speed to transport information, fix parameter) Mass confinement time: tconf = R(t=0) / cs Time needed for fusion: tfusion = 1 / <σv> n0 Ratio tconf / tfusion depend on product: n0 tconf n0 tconf = (1 / Mcs) ρR with ρ = M n0 mass density Parameter ρR must be as large as possible

Limits for Compression and Radius Radius is limited by total mass and related energy that can be handled in target chamber Compression limited by energy available in driver since first law of thermodynamics, dU = T dS – p dV, relates compression ΔV and energy input ΔU Isentropic compression (dS = 0) is better than shocks Work, i.e. p dV, is defined by p(n,T) ► classical ideal gas: p = n kBT ► degenerate quantum gas at high densities p ~ n5/3 Again cold, isentropic compression are benificial Total energy needed to compress a few mg DT: ~ 1 MJ

Possible Drivers: Z - Pinches Advantages: Good energy coupling (many x-rays) Large Targets Disadvantages: Very slow (one shot / day) Only one device worldwide Z-Maschine, Sandia labs, Albuquerque USA

Possible Drivers: Ion Beams Advantages: Excellent conversion from electric power to beam energy Large targets Disadvantages: Concept was never tested Beam intensity is still too low planed FAIR facility, Darmstadt, Germany 10 to 20 rings needed for fusion power plant!

Possible Drivers: Lasers (Best Shot) Advantages: Well advanced technology Good control of energy release Disadvantages: Bad energy conversion Very expensive to build National Ignition Facility (NIF), Livermore, USA

Possible Drivers: Lasers (Best Shot) Advantages: Well advanced technology Good control of energy release Disadvantages: Bad energy conversion Very expensive to build National Ignition Facility (NIF), Livermore, USA

Possible Drivers: Lasers (Best Shot) Advantages: Well advanced technology Good control of energy release Disadvantages: Bad energy conversion Very expensive to build Target chamber, NIF with 192 laser beams

Possible Drivers: Lasers (Best Shot) ~1000 large Optics: Advantages: Well advanced technology Good control of energy release Disadvantages: Bad energy conversion Very expensive to build 192 beam lines: Engineering challeges at NIF

Compare Driver to Target Sizes! real NIF target DT capsule Schematic

Problems blocking Fusion Energy Technical and Engineering Problems High energy drivers are expensive and untested Energy conversion is too low (gain of >100 needed now) Repetition rate of drivers are too low (3-10 Hz needed) Physics Problems Instabilities and Mixing ► Rayleigh-Taylor unstable compression ► Break of symmetry destroys confinement How to improve energy coupling into target What is the best material for the first wall?

Rayleigh-Taylor Instability Major instability: heavy material pushes on low density one Will always occur since driver is never 100% symmetric The Rayleigh-Taylor instability always grows Energy must be delivered as sysmmetric as possible!

Rayleigh-Taylor Instability – spherical implosions / explosions Energy must be delivered as sysmmetric as possible!

Reminder: Direct Drive Scheme

Relaxing the Symmetry Conditions – Indirect Drive Hohlraum for the Z-maschine Laser beams heat walls Walls emit thermally (x-rays) X-rays compress and heat the fusion capsule X-rays highly symmetric! NIF design (laser)

Relaxing the Symmetry Conditions – Fast Ignition Fast ignition scheme with many facets Idea: separate compression and ignition with two pulses Less compression, cooler targets, lower densities Problem: How can energy be transferred to hot spot?

Interesting Experiments to Come National Ignition Facility (NIF, Livermore, USA) ► More than 90% completed, first tests done ► First full scale experiments this year; ignition in 2010? Laser Mega-Joule (LMJ, France) ► Commissioning (full scale) in 2011 FIREX I and FIREX II (ILE, Osaka, Japan) ► Fast ignition experiments showed prove-of-principle ► Fully integrated experiments in 2010 / 2011 HiPER project (Europe, R.A.L. ???) ► European fast ignition proposal based on NIF ► Design work funded last year; full funding pending

Future: HiPER ??? Artist view of the fast ignition experiment HiPER